{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### RAMI Benchmarking\n",
    "\n",
    "See https://rami-benchmark.jrc.ec.europa.eu/HTML/RAMI4PILPS/RAMI4PILPS.php"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Plots.PlotlyBackend()"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Add PATH (adapt!)\n",
    "\n",
    "push!(LOAD_PATH, \"/Users/braghier/Documents/CliMA/CliMA-land/Land/src/Radiation/\");\n",
    "push!(LOAD_PATH, \"/Users/braghier/Documents/CliMA/CliMA-land/Land/src/Utils/\");\n",
    "#push!(LOAD_PATH, \"/Volumes/cfranken/code/gitHub/LSM-SPAM/src/tools/\");\n",
    "\n",
    "# Use Plots:\n",
    "using Plots\n",
    "#using PhotoStructs\n",
    "plotly()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "┌ Info: Precompiling Land [27e3c115-2cb8-4114-b7a5-cd9f011f9dcc]\n",
      "└ @ Base loading.jl:1273\n",
      "ERROR: LoadError: LoadError: ArgumentError: Package RootSolvers [7181ea78-2dcb-4de3-ab41-2b8ab5a31e74] is required but does not seem to be installed:\n",
      " - Run `Pkg.instantiate()` to install all recorded dependencies.\n",
      "\n",
      "Stacktrace:\n",
      " [1] _require(::Base.PkgId) at ./loading.jl:993\n",
      " [2] require(::Base.PkgId) at ./loading.jl:922\n",
      " [3] require(::Module, ::Symbol) at ./loading.jl:917\n",
      " [4] include at ./boot.jl:328 [inlined]\n",
      " [5] include_relative(::Module, ::String) at ./loading.jl:1105\n",
      " [6] include at ./Base.jl:31 [inlined]\n",
      " [7] include(::String) at /Users/braghier/Documents/CliMA/CliMA-land/Land/src/Land.jl:1\n",
      " [8] top-level scope at /Users/braghier/Documents/CliMA/CliMA-land/Land/src/Land.jl:8\n",
      " [9] include at ./boot.jl:328 [inlined]\n",
      " [10] include_relative(::Module, ::String) at ./loading.jl:1105\n",
      " [11] include(::Module, ::String) at ./Base.jl:31\n",
      " [12] top-level scope at none:2\n",
      " [13] eval at ./boot.jl:330 [inlined]\n",
      " [14] eval(::Expr) at ./client.jl:425\n",
      " [15] top-level scope at ./none:3\n",
      "in expression starting at /Users/braghier/Documents/CliMA/CliMA-land/Land/src/Photosynthesis/Photosynthesis.jl:5\n",
      "in expression starting at /Users/braghier/Documents/CliMA/CliMA-land/Land/src/Land.jl:8\n"
     ]
    },
    {
     "ename": "ErrorException",
     "evalue": "Failed to precompile Land [27e3c115-2cb8-4114-b7a5-cd9f011f9dcc] to /Users/braghier/.julia/compiled/v1.3/Land/q0FLS_vcZMG.ji.",
     "output_type": "error",
     "traceback": [
      "Failed to precompile Land [27e3c115-2cb8-4114-b7a5-cd9f011f9dcc] to /Users/braghier/.julia/compiled/v1.3/Land/q0FLS_vcZMG.ji.",
      "",
      "Stacktrace:",
      " [1] error(::String) at ./error.jl:33",
      " [2] compilecache(::Base.PkgId, ::String) at ./loading.jl:1283",
      " [3] _require(::Base.PkgId) at ./loading.jl:1024",
      " [4] require(::Base.PkgId) at ./loading.jl:922",
      " [5] require(::Module, ::Symbol) at ./loading.jl:917",
      " [6] top-level scope at In[15]:3"
     ]
    }
   ],
   "source": [
    "using CanopyRT\n",
    "using BenchmarkTools\n",
    "using Statistics\n",
    "using Parameters\n",
    "using Revise\n",
    "using Leaf"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "ename": "LoadError",
     "evalue": "UndefVarError: @unpack not defined",
     "output_type": "error",
     "traceback": [
      "UndefVarError: @unpack not defined",
      ""
     ]
    }
   ],
   "source": [
    "@unpack wl,wle,wlf, soil = CanopyRTMod;"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "arrayOfLeaves = Array{leafbio{FT,length(wl), length(wle), length(wlf),length(wle)*length(wlf)}, 1}(undef, CanopyRTMod.canopy.nlayers)\n",
    "for i = 1:CanopyRTMod.canopy.nlayers\n",
    "    #@show i\n",
    "    arrayOfLeaves[i] = leafbio{FT, length(wl), length(wle), length(wlf),length(wle)*length(wlf)}()\n",
    "    CanopyRTMod.fluspect!(arrayOfLeaves[i], CanopyRTMod.optis)\n",
    "end\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "3-element Array{Float64,1}:\n",
       " 0.68454729\n",
       " 0.46726832\n",
       " 0.16354338"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "RAMI_SZA = [27.,60.,83.]\n",
    "\n",
    "RAMI_fabsRed_050_BLK =  [0.09380509999999999, 0.16259713, 0.53931207]\n",
    "RAMI_frefRed_050_BLK =  [0.00330673, 0.00517598, 0.01626682]\n",
    "RAMI_ftranRed_050_BLK =  [0.90288817, 0.83222689, 0.44442110999999995]\n",
    "RAMI_fabsRed_150_BLK =  [0.28137804, 0.46514268999999997, 0.89063486]\n",
    "RAMI_frefRed_150_BLK =  [0.00923676, 0.01379672, 0.02970703]\n",
    "RAMI_ftranRed_150_BLK =  [0.7093851999999999, 0.52106059, 0.07965811]\n",
    "RAMI_fabsRed_250_BLK =  [0.46852539, 0.70426097, 0.9461774300000001]\n",
    "RAMI_frefRed_250_BLK =  [0.01445858, 0.02016963, 0.03477486]\n",
    "RAMI_ftranRed_250_BLK =  [0.51701603, 0.2755694, 0.01904771]\n",
    "RAMI_fabsRed_050_MED =  [0.10897124, 0.17760124000000002, 0.54764719]\n",
    "RAMI_frefRed_050_MED =  [0.09759354, 0.09107608, 0.06177913]\n",
    "RAMI_ftranRed_050_MED =  [0.90337609, 0.83265704, 0.44469279]\n",
    "RAMI_fabsRed_150_MED =  [0.31403827, 0.49003033, 0.89432051]\n",
    "RAMI_frefRed_150_MED =  [0.06195053, 0.05151941, 0.03561715]\n",
    "RAMI_ftranRed_150_MED =  [0.7104761399999999, 0.52197456, 0.07977039000000001]\n",
    "RAMI_fabsRed_250_MED =  [0.50540545, 0.72429659, 0.94742381]\n",
    "RAMI_frefRed_250_MED =  [0.03953053, 0.03315039, 0.03580858]\n",
    "RAMI_ftranRed_250_MED =  [0.51811911, 0.27616192, 0.01909098]\n",
    "RAMI_fabsRed_050_SNW =  [0.21471034, 0.28200132, 0.60564705]\n",
    "RAMI_frefRed_050_SNW =  [0.7526521700000001, 0.6879087300000001, 0.37825442000000004]\n",
    "RAMI_ftranRed_050_SNW =  [0.90659694, 0.83583194, 0.44718138]\n",
    "RAMI_fabsRed_150_SNW =  [0.5431621799999999, 0.66519762, 0.9201217300000001]\n",
    "RAMI_frefRed_150_SNW =  [0.43100610000000006, 0.31581022999999997, 0.07698033]\n",
    "RAMI_ftranRed_150_SNW =  [0.71754777, 0.52755972, 0.08049832999999999]\n",
    "RAMI_fabsRed_250_SNW =  [0.76512258, 0.86538802, 0.9562473199999999]\n",
    "RAMI_frefRed_250_SNW =  [0.21595537, 0.124503, 0.043056080000000004]\n",
    "RAMI_ftranRed_250_SNW =  [0.5256125, 0.280805, 0.01935]\n",
    "\n",
    "RAMI_fabsNIR_050_BLK =  [0.04188343, 0.07274452000000001, 0.24100884]\n",
    "RAMI_frefNIR_050_BLK =  [0.033454239999999996, 0.05472391, 0.17891176]\n",
    "RAMI_ftranNIR_050_BLK =  [0.92466233, 0.87253157, 0.5800794]\n",
    "RAMI_fabsNIR_150_BLK =  [0.1334535, 0.22169851000000002, 0.42073783]\n",
    "RAMI_frefNIR_150_BLK =  [0.09744051000000001, 0.15314946000000002, 0.33329437]\n",
    "RAMI_ftranNIR_150_BLK =  [0.76910599, 0.62515203, 0.2459678]\n",
    "RAMI_fabsNIR_250_BLK =  [0.23394282, 0.35396922000000003, 0.46386535]\n",
    "RAMI_frefNIR_250_BLK =  [0.15761001, 0.2319992, 0.39099052]\n",
    "RAMI_ftranNIR_250_BLK =  [0.60844717, 0.41403157999999995, 0.14514412999999998]\n",
    "RAMI_fabsNIR_050_MED =  [0.054370659999999994, 0.08547336, 0.25007769]\n",
    "RAMI_frefNIR_050_MED =  [0.21168520000000002, 0.22133924, 0.28852533]\n",
    "RAMI_ftranNIR_050_MED =  [0.9340088299999999, 0.8821422699999999, 0.58716846]\n",
    "RAMI_fabsNIR_150_MED =  [0.16424751, 0.24776159, 0.43111234000000004]\n",
    "RAMI_frefNIR_150_MED =  [0.21422398999999998, 0.24624797999999998, 0.36978966999999996]\n",
    "RAMI_ftranNIR_150_MED =  [0.79094998, 0.6439175699999999, 0.2533698]\n",
    "RAMI_fabsNIR_250_MED =  [0.27409287, 0.38176366, 0.473585]\n",
    "RAMI_frefNIR_250_MED =  [0.22649945, 0.27795485, 0.40721736999999997]\n",
    "RAMI_ftranNIR_250_MED =  [0.63554044, 0.43303829, 0.15168952000000002]\n",
    "RAMI_fabsNIR_050_SNW =  [0.07514770999999999, 0.10651483, 0.26529625]\n",
    "RAMI_frefNIR_050_SNW =  [0.50400231, 0.49535178, 0.46933011999999996]\n",
    "RAMI_ftranNIR_050_SNW =  [0.9495712500000001, 0.89831541, 0.59876721]\n",
    "RAMI_fabsNIR_150_SNW =  [0.21784508, 0.29322135, 0.44918252000000003]\n",
    "RAMI_frefNIR_150_SNW =  [0.41475434, 0.40704062, 0.43282195]\n",
    "RAMI_ftranNIR_150_SNW =  [0.82897242, 0.67630421, 0.2662354]\n",
    "RAMI_fabsNIR_250_SNW =  [0.34668661, 0.4322433, 0.49112654999999994]\n",
    "RAMI_frefNIR_250_SNW =  [0.34992203000000005, 0.36066338000000003, 0.43639102]\n",
    "RAMI_ftranNIR_250_SNW =  [0.68454729, 0.46726832, 0.16354338]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 80,
   "metadata": {},
   "outputs": [],
   "source": [
    "#Soil albedo\n",
    "#BLK\n",
    "#CanopyRTMod.soil.albedo_SW[:] .=0.0;\n",
    "#MED\n",
    "#CanopyRTMod.soil.albedo_SW[:] .=0.1217;\n",
    "#SNW\n",
    "CanopyRTMod.soil.albedo_SW[:] .=0.9640;\n",
    "\n",
    "\n",
    "reflRed_SZA = []\n",
    "reflNIR_SZA = []\n",
    "absRed_SZA = []\n",
    "absNIR_SZA = []\n",
    "transRed_SZA = []\n",
    "transNIR_SZA = []\n",
    "\n",
    "#Clumping index\n",
    "#Sparse\n",
    "CanopyRTMod.canopy.Ω = 0.365864235\n",
    "#Medium\n",
    "#CanopyRTMod.canopy.Ω = 0.405417644\n",
    "#Dense\n",
    "#CanopyRTMod.canopy.Ω = 0.45946608\n",
    "\n",
    "#CanopyRTMod.canopy.Ω = 1.0\n",
    "\n",
    "#Viewing Zenith Angle in degrees\n",
    "CanopyRTMod.angles.tto=0.0\n",
    "#Leaf Area index\n",
    "#Sparse\n",
    "CanopyRTMod.canopy.LAI=0.50265\n",
    "#Medium\n",
    "#CanopyRTMod.canopy.LAI=1.5017\n",
    "#Dense\n",
    "#CanopyRTMod.canopy.LAI=2.5007\n",
    "\n",
    "for SZA=0.0:1:85\n",
    "    CanopyRTMod.angles.tts=SZA  \n",
    "\n",
    "   CanopyRTMod.fluspect!(leaf, CanopyRTMod.optis)\n",
    "   CanopyRTMod.computeCanopyGeomProps!(canopy, angles,canOpt)\n",
    "   CanopyRTMod.computeCanopyMatrices!(arrayOfLeaves,canOpt);\n",
    "\n",
    "   # leaf reflectance RED\n",
    "   leaf.ρ_SW[28] = 0.0735\n",
    "   # leaf transmittance\n",
    "   leaf.τ_SW[28]= 0.0566 \n",
    "    \n",
    "   # leaf reflectance NIR\n",
    "   leaf.ρ_SW[52] = 0.3912\n",
    "   # leaf transmittance\n",
    "   leaf.τ_SW[52]= 0.4146 \n",
    "    \n",
    "    CanopyRTMod.RTM_SW!(canopy, canOpt, canRad,sunRad, CanopyRTMod.soil);\n",
    "    push!(reflRed_SZA, canRad.alb_direct[28])\n",
    "    push!(reflNIR_SZA, canRad.alb_direct[52])\n",
    "    push!(absRed_SZA, (sum(canRad.netSW_shade,dims=2)[28,1].+sum(canRad.netSW_sunlit,dims=2)[28,1])./(sunRad.E_diffuse[28].+sunRad.E_direct[28]))\n",
    "    push!(absNIR_SZA, (sum(canRad.netSW_shade,dims=2)[28,1].+sum(canRad.netSW_sunlit,dims=2)[28,1])./(sunRad.E_diffuse[28].+sunRad.E_direct[28]))\n",
    "    push!(transRed_SZA,  ((1. .- (sum(canRad.netSW_shade,dims=2)[28,1].+sum(canRad.netSW_sunlit,dims=2)[28,1])./(sunRad.E_diffuse[28].+sunRad.E_direct[28]) .- canRad.alb_direct[28])./(1. .- CanopyRTMod.soil.albedo_SW[1])))\n",
    "    push!(transNIR_SZA,  ((1. .- (sum(canRad.netSW_shade,dims=2)[52,1].+sum(canRad.netSW_sunlit,dims=2)[52,1])./(sunRad.E_diffuse[52].+sunRad.E_direct[52]) .- canRad.alb_direct[52])./(1. .- CanopyRTMod.soil.albedo_SW[1])))\n",
    "end\n"
   ]
  },
  {
   "cell_type": "code",
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   "metadata": {},
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     },
     "execution_count": 81,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "SZA=0:1:85\n",
    "\n",
    "plot(SZA, reflRed_SZA,label=\"reflectance\")\n",
    "plot!(SZA, absRed_SZA,label=\"absorptance\")\n",
    "plot!(SZA, transRed_SZA,label=\"transmittance\")\n",
    "\n",
    "scatter!(RAMI_SZA, RAMI_frefRed_050_SNW,label=\"RAMI reflectance\")\n",
    "scatter!(RAMI_SZA, RAMI_fabsRed_050_SNW,label=\"RAMI absorptance\")\n",
    "scatter!(RAMI_SZA, RAMI_ftranRed_050_SNW,label=\"RAMI transmittance\")\n",
    "ylabel!(\"Radiation Partitioning\")\n",
    "xlabel!(\"Sun Zenith Angle\")\n",
    "plot!(xlims = (0.0, 90.), ylims = (-0.05, 1.0), xticks = 0:20:91., yticks = 0:0.2:1.0)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 82,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.06626652142852257 0.01818332425624355 0.7997042529968349 "
     ]
    }
   ],
   "source": [
    "#RMSE_abs = ((((absRed_SZA[28] .- RAMI_fabsRed_050_BLK[1])^2 + (absRed_SZA[61] .- RAMI_fabsRed_050_BLK[2])^2 + (absRed_SZA[84] .- RAMI_fabsRed_050_BLK[3])^2))./3.)^(0.5) \n",
    "#RMSE_ref = ((((reflRed_SZA[28] .- RAMI_frefRed_050_BLK[1])^2 + (reflRed_SZA[61] .- RAMI_frefRed_050_BLK[2])^2 + (reflRed_SZA[84] .- RAMI_frefRed_050_BLK[3])^2))./3.)^(0.5) \n",
    "#RMSE_tran = ((((transRed_SZA[28] .- RAMI_ftranRed_050_BLK[1])^2 + (transRed_SZA[61] .- RAMI_ftranRed_050_BLK[2])^2 + (transRed_SZA[84] .- RAMI_ftranRed_050_BLK[3])^2))./3.)^(0.5) \n",
    "\n",
    "#RMSE_abs = ((((absRed_SZA[28] .- RAMI_fabsRed_050_MED[1])^2 + (absRed_SZA[61] .- RAMI_fabsRed_050_MED[2])^2 + (absRed_SZA[84] .- RAMI_fabsRed_050_MED[3])^2))./3.)^(0.5) \n",
    "#RMSE_ref = ((((reflRed_SZA[28] .- RAMI_frefRed_050_MED[1])^2 + (reflRed_SZA[61] .- RAMI_frefRed_050_MED[2])^2 + (reflRed_SZA[84] .- RAMI_frefRed_050_MED[3])^2))./3.)^(0.5) \n",
    "#RMSE_tran = ((((transRed_SZA[28] .- RAMI_ftranRed_050_MED[1])^2 + (transRed_SZA[61] .- RAMI_ftranRed_050_MED[2])^2 + (transRed_SZA[84] .- RAMI_ftranRed_050_MED[3])^2))./3.)^(0.5) \n",
    "\n",
    "RMSE_abs = ((((absRed_SZA[28] .- RAMI_fabsRed_050_SNW[1])^2 + (absRed_SZA[61] .- RAMI_fabsRed_050_SNW[2])^2 + (absRed_SZA[84] .- RAMI_fabsRed_050_SNW[3])^2))./3.)^(0.5) \n",
    "RMSE_ref = ((((reflRed_SZA[28] .- RAMI_frefRed_050_SNW[1])^2 + (reflRed_SZA[61] .- RAMI_frefRed_050_SNW[2])^2 + (reflRed_SZA[84] .- RAMI_frefRed_050_SNW[3])^2))./3.)^(0.5) \n",
    "RMSE_tran = ((((transRed_SZA[28] .- RAMI_ftranRed_050_SNW[1])^2 + (transRed_SZA[61] .- RAMI_ftranRed_050_SNW[2])^2 + (transRed_SZA[84] .- RAMI_ftranRed_050_SNW[3])^2))./3.)^(0.5) \n",
    "\n",
    "\n",
    "print(RMSE_abs,\" \")\n",
    "print(RMSE_ref,\" \")\n",
    "#print(RMSE_tran,\" \")\n",
    "\n",
    "RMSE_tot = ((RMSE_abs^2 + RMSE_ref^2 + RMSE_tran^2.)/3.)^0.5\n",
    "#RMSE_tot_2 =  ((RMSE_abs + RMSE_ref + RMSE_tran)/3.)\n",
    "#RMSE_tot_3 = (((absRed_SZA[28] .- RAMI_fabsRed_050_BLK[1])^2 + (absRed_SZA[61] .- RAMI_fabsRed_050_BLK[2])^2 + (absRed_SZA[84] .- RAMI_fabsRed_050_BLK[3])^2\n",
    "             #+ (reflRed_SZA[28] .- RAMI_frefRed_050_BLK[1])^2 + (reflRed_SZA[61] .- RAMI_frefRed_050_BLK[2])^2 + (reflRed_SZA[84] .- RAMI_frefRed_050_BLK[3])^2 \n",
    "             #+ (transRed_SZA[28] .- RAMI_ftranRed_050_BLK[1])^2 + (transRed_SZA[61] .- RAMI_ftranRed_050_BLK[2])^2 + (transRed_SZA[84] .- RAMI_ftranRed_050_BLK[3])^2)./9.)^(0.5) \n",
    "\n",
    "\n",
    "\n",
    "print(RMSE_tot,\" \")\n",
    "#print(RMSE_tot_2,\" \")\n",
    "#print(RMSE_tot_3,\" \")\n"
   ]
  },
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       "    \"paper_bgcolor\": \"rgba(255, 255, 255, 1.000)\",\n",
       "    \"annotations\": [],\n",
       "    \"height\": 400,\n",
       "    \"margin\": {\n",
       "        \"l\": 0,\n",
       "        \"b\": 20,\n",
       "        \"r\": 0,\n",
       "        \"t\": 20\n",
       "    },\n",
       "    \"plot_bgcolor\": \"rgba(255, 255, 255, 1.000)\",\n",
       "    \"yaxis\": {\n",
       "        \"showticklabels\": true,\n",
       "        \"gridwidth\": 0.5,\n",
       "        \"tickvals\": [\n",
       "            0.2,\n",
       "            0.4,\n",
       "            0.6000000000000001,\n",
       "            0.8,\n",
       "            1.0\n",
       "        ],\n",
       "        \"visible\": true,\n",
       "        \"ticks\": \"inside\",\n",
       "        \"range\": [\n",
       "            0.005287010963038515,\n",
       "            1.0005291036023445\n",
       "        ],\n",
       "        \"domain\": [\n",
       "            0.07581474190726165,\n",
       "            0.9901574803149606\n",
       "        ],\n",
       "        \"tickmode\": \"array\",\n",
       "        \"linecolor\": \"rgba(0, 0, 0, 1.000)\",\n",
       "        \"showgrid\": true,\n",
       "        \"title\": \"Radiation Partitioning\",\n",
       "        \"mirror\": false,\n",
       "        \"tickangle\": 0,\n",
       "        \"showline\": true,\n",
       "        \"gridcolor\": \"rgba(0, 0, 0, 0.100)\",\n",
       "        \"titlefont\": {\n",
       "            \"color\": \"rgba(0, 0, 0, 1.000)\",\n",
       "            \"family\": \"sans-serif\",\n",
       "            \"size\": 15\n",
       "        },\n",
       "        \"tickcolor\": \"rgb(0, 0, 0)\",\n",
       "        \"ticktext\": [\n",
       "            \"0.2\",\n",
       "            \"0.4\",\n",
       "            \"0.6\",\n",
       "            \"0.8\",\n",
       "            \"1.0\"\n",
       "        ],\n",
       "        \"zeroline\": false,\n",
       "        \"type\": \"-\",\n",
       "        \"tickfont\": {\n",
       "            \"color\": \"rgba(0, 0, 0, 1.000)\",\n",
       "            \"family\": \"sans-serif\",\n",
       "            \"size\": 11\n",
       "        },\n",
       "        \"zerolinecolor\": \"rgba(0, 0, 0, 1.000)\",\n",
       "        \"anchor\": \"x1\"\n",
       "    },\n",
       "    \"legend\": {\n",
       "        \"tracegroupgap\": 0,\n",
       "        \"bordercolor\": \"rgba(0, 0, 0, 1.000)\",\n",
       "        \"bgcolor\": \"rgba(255, 255, 255, 1.000)\",\n",
       "        \"font\": {\n",
       "            \"color\": \"rgba(0, 0, 0, 1.000)\",\n",
       "            \"family\": \"sans-serif\",\n",
       "            \"size\": 11\n",
       "        },\n",
       "        \"y\": 1.0,\n",
       "        \"x\": 1.0\n",
       "    },\n",
       "    \"width\": 600\n",
       "}\n",
       ");\n",
       "    </script>\n",
       "\n",
       "    </body>\n",
       "</html>\n"
      ]
     },
     "execution_count": 83,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "SZA=0:1:85\n",
    "plot(SZA, reflNIR_SZA,label=\"reflectance\")\n",
    "plot!(SZA, absNIR_SZA,label=\"absorptance\")\n",
    "plot!(SZA, transNIR_SZA,label=\"transmittance\")\n",
    "\n",
    "scatter!(RAMI_SZA, RAMI_reflNIR_050_BLK,label=\"RAMI reflectance\")\n",
    "scatter!(RAMI_SZA, RAMI_absNIR_050_BLK,label=\"RAMI absorptance\")\n",
    "scatter!(RAMI_SZA, RAMI_transNIR_050_BLK,label=\"RAMI transmittance\")\n",
    "ylabel!(\"Radiation Partitioning\")\n",
    "xlabel!(\"Sun Zenith Angle\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Test plots from Christiaan's papers"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [],
   "source": [
    "reflVIS = Float32[]\n",
    "reflNIR = Float32[]\n",
    "SIF_FR = Float32[]\n",
    "SIF_R  = Float32[]\n",
    "CanopyRTMod.angles.tts=48\n",
    "CanopyRTMod.angles.psi=0\n",
    "CanopyRTMod.canopy.LAI=4.22\n",
    "for psi=0:359\n",
    "    CanopyRTMod.angles.psi=psi\n",
    "    for VZA=0:1:85\n",
    "        CanopyRTMod.angles.tto=VZA\n",
    "\n",
    "        CanopyRTMod.computeCanopyGeomProps!(canopy, angles,canOpt);\n",
    "        CanopyRTMod.computeCanopyMatrices!(arrayOfLeaves,canOpt);\n",
    "        CanopyRTMod.RTM_SW!(canopy, canOpt, canRad,sunRad, CanopyRTMod.soil);\n",
    "        CanopyRTMod.computeSIF_Fluxes!(arrayOfLeaves, canOpt, canRad, canopy, CanopyRTMod.soil);\n",
    "        push!(reflVIS, canRad.alb_obs[28])\n",
    "        push!(reflNIR, canRad.alb_obs[52])\n",
    "        push!(SIF_R , canRad.SIF_obs[8])\n",
    "        push!(SIF_FR, canRad.SIF_obs[20])\n",
    "    end\n",
    "end"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CanopyRTMod.volscatt(48.0, 89, psi2, 85) = (0.47276348919520245, 0.6341013900132804, 0.11570885645438916, 0.00010470239727699943)\n",
      "CanopyRTMod.volscatt(48.0, 89, psi, 85) = (0.47276348919520245, 0.6341013900132804, 0.011902455121961818, -0.10370169893515034)\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "(0.47276348919520245, 0.6341013900132804, 0.011902455121961818, -0.10370169893515034)"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "psi = 350.0\n",
    "psi2 = abs(psi-FT(360.0)*round(psi/FT(360.0)))\n",
    "@show CanopyRTMod.volscatt(48.0,89,psi2,85)\n",
    "@show CanopyRTMod.volscatt(48.0,89,psi,85)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [],
   "source": [
    "A = reshape(reflNIR, ( 86,360));\n",
    "B = reshape(reflVIS, ( 86,360));\n",
    "SIFFER = reshape(SIF_R, ( 86,360));\n",
    "SIFFER_FR = reshape(SIF_FR, ( 86,360));"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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"
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "using Plots; pyplot()\n",
    "\n",
    "#heatmap(A, cmap=)\n",
    "hm = heatmap(deg2rad.(collect((0:359))),collect(0:1:85),  A,  proj=:polar, color=:viridis,clim=(0.3,0.6))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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JLIL1/pr6OCnLf+3AA/vDuCb3B02wNDRSjXA4jNdffx0jRoxAtWrVMGbMGFxzzTVpmfdiEyoRCoIlkikpKaL+0n3kWJEukyBYoq1IqsyQKV+D6Ncmay55XrG2LYPSk2xt3boVjz76KGbPno2CggIMHz4ctWrVSvWyNDQChSZYGhrHAL788ksMGDAAu3btwuOPP47evXunXbX1po8ypMqFhBhhDyEz2V+0iqhEXPrFKQgCpbST2PoKBRLhQ9k4aZ6XhPBtHZhehOvbb7/FsGHD8Nlnn+Hxxx/HgAEDjrsyIRrHLiyCNX9Ng4QJVtfc7zXB0tBIBXbv3o2hQ4di1qxZeOihhzBkyBCccMIJqV6WjXNGTPQUtnOoU+CJgUH89VJ+DQmB8pNjRY4r4xwujkwpQojOcKPgh1DDZO9/OpGtDz/8EIMGDULVqlXx/PPP60R4jWMCFsGa+02jhAnWdS02pT3B0l+JNI4phMNhvPjiixg2bBjatWuHb7/9FvXr10/1sgBESZUXUKSK63MhLSFR5fI6nw8CZnMdFwLGdcvIoCLHld/RyHgTFCr7fWGaWXJmRKwFxVQw2ZyGiZy/PwUA2DrgAfnCygmdOnXCmjVrMHHiRFx99dXo0aMHxo8fjzPOOCPVS9PQ0HCBVrA0jhl88cUXGDhwIPbs2YNnn30WXbp0SfWScM4j7knqqhwqGdkyeb4g7ef8JKBGpYPCZZEh0pZVtSRfhKkcLdYXR7bYN5QNIf4l9WSruLgY999/PxYuXIhRo0Zh0KBBOmyokZGwFKw53zROWMHq2WJj2itYmmBpZDz27t2LIUOGYObMmXY4sGrVqildk02sLFCEB4pwnmScW6I6FGqUa75WGRMwVdK5XFGi12ESSe2OdYXk65PlaHHtJKEDtt6ZWrL10UcfYdCgQahcuTJeeukltG7dOqXr0dDwC4tgvf1NU5yYAME6uD+M61usT3uCpb/+aGQ0Fi5ciP79+6Np06ZYu3ZtSsOBDlJFgFKkVCFBKMiWiqTJ/HtVlrz4cviRqUKJ+LX8SEKI8WtnJg0J6lQEMDhSxY6Pd7D5WVa7aSBO3oT3KmdqLISYIqJ1xRVXYM2aNZgwYQLy8/Nx9913Y+TIkSn/UqGhocEjM46k1tAQsG/fPvz5z3/G9ddfj0ceeQSLFi1KGbk655GJSnJlRKK7/zgSEYk+RGJhWG0mHGqV5cMgxonj3exI23B8Xfb8pjdfMt9gHtTaPPmOONdB2kcMIGLAiD0oQmq/t3ajCcOMcSlR1Ir5kyHnHxPsR3mjcuXKGD58OL788kt89NFHaNWqFVasWFHu69DQSAZhM5Twww82bdqESy65BI0bN0br1q2xbt060m7atGlo1KgRGjRogIKCApSWlgIAtmzZglatWiEvLw/NmzfH9ddfjz179tjjDMNAbm4u8vLykJeXh//85z/Rdh0i1Mg0LFq0CP3790fjxo0xbdo01K1bNyXrOPdheVV1kgAY4BUpq1mxE1CpGHkNB7qFFYl5qTywRMOBjh1+xBjXcg4hut91HjbnisrlAuyEeXkhVOYNlOxqtObc+ucHnYsvYxw9ehTjx4/Hk08+iXvuuQcjR45ElSpVyn0dGhpeYYUIX199XsIhwpvzvvUcIuzQoQNuvfVW9O3bF++88w6efvppfP7555zNli1b0LZtW3z99deoVasWunXrhmuuuQZ33nknDh8+jEgkYu9EHzx4MEKhEJ555hkAUYK1f/9+VKtWjfOpFSyNjMG+fftQUFCAnj17YtiwYfjwww/LnVyd+/BE+0HBCMeUILaNVXOENgeBstQeUfGCUxFyzM0qTwo7cS6ZWuVXtbJAkU3OHzOfqG7JwI2PPVznEZkr895yCMeUrzDvkFxTOPaQJMPXfWkC6r5UvopWpUqVMHz4cHzxxRdYtGgRzj//fK1maWjEsHPnTqxatQp9+vQBAPTs2RNbtmzB1q1bObt33nkH1113HU4//XQYhoG77roLb7zxBgCgSpUqNrkKh8MoKSlBKOROn3QOlkZGYNmyZbjpppvQsGFDrF27Fjk5OeU6v4xQWaBIFWlHhrZ82LL91j1edXayoHLZpMSLbi2M5fgKpTxZKUuyvCwPeV/Sel2KPCzOjv0yzIT3DIPJtULs90Uk2Bthg2k3422I2ts+WDJW0flm1n1pAmCY2NZviHORZYTmzZtj+fLlGDduHC677DIUFhZi+PDhaVdYV0PDQtg0EPZTU4YZB0S/dLOoUqWKQ70tLi7GWWedZe+4NQwD2dnZKCoq4u4jRUVF3Bf2nJwcFBUV2a+PHDmC1q1bY9u2bWjRogXmz5/PzZOfn4+jR4+iY8eOePzxx3HSSSdpBUsjvRGJRDB27Fh06tQJ9957Lz788MNyJVfnDp+Ic4dLyBWhErmpUqKdERHEEJWa45IPZUSiNbASyr8S1aUElCs3kHPG8p9c18zkSLFjVHM4++j8LF71Ytqt3Cwj3m5EDKHSK6JkK2wIYc7oYutOG4+608ar3pZAUalSJTz88MNYtmwZZs2ahU6dOuGXX34pt/k1NPwgjFDCDwCoU6cOatSoYT/GjBlDziMeiybLjGLtRJvKlStj9erV2LFjB5o0aYIpU6bYfdu2bcPKlSuxbNky7Nq1Cw8+GE0V0AqWRtpi586duOWWW7B582Z89tlnuOCCC8ptbgepsm60gPO4GkhIFQEpcSL+3sndf2w/o8KQc7E+XQqDehnrWa1ii31Suxbdyj4QuWWG6U3F4ncKMn5MSqkijt5h/VWI+3FcB1u4NMT4BGBWdP6SLZJVXopWXl4eVq5ciQEDBqBFixaYOXMmrrzyynKZW0OjvFBcXMzlYFG5h3Xq1MGPP/6I0tJSVKxYEaZpori4GNnZ2ZxddnY2Fzbctm2bwwaIEq3bb78df/7znzFkyBB7LACcdNJJGDBgAAoKCgDoHCyNNMWnn36KFi1a4OSTT8aqVavKjVypFCtlfpUFavcfo9Q4xnmwFceQCg2RRyULA6rUI7exQUClnPlR3cg1MnllVA4bmZ9FKJHR9mhulkgs48TNjI9nf7dhZz6XhbrTx6Pu9PJRtLKysjBjxgyMHz8ePXr0wLBhw+xdURoa6YCIGUr4AQDVq1fnHhTBqlWrFlq2bImZM2cCAObMmYOcnBxHJKRnz56YO3cuduzYAdM0MWXKFPTq1QtANHx44MCB6JojEcyePRu5ubkAgD179uDgwYN231tvvYWWLVsC0ARLI80QDocxcuRIXHvttRg5ciTefPNN1KhRo1zmlhIrkdDEwn1smyrcp/QF4cbPQkU8xGR2imyI/S4ERlwLRX6UoT1hLmnSvAt5k4YtqXwuH744WCUYhDIM9O+RCS1ydnybI1wcFvqZpzkvj0fOy2VPtAzDQN++ffHll19iwYIFyM/PR3FxcZnPq6HhBcmGCL1i6tSpmDp1Kho3boyxY8di2rRpAID+/fvbuVT169fHqFGj0LZtWzRo0AC1atVCv379AEQPX7/44ouRm5uL3Nxc7N69G8899xwAYP369WjTpg1atGiB5s2b49dff8WkSZMAQJdp0ADuvvtuzJ8/H9u2bcPatWtx3nnnAQBuv/12fPXVVwiFQqhUqRLGjh2Ljh07AgD69u2Ljz76CDVr1gQQPTNtwoTkdk/t2rULN9xwA7Zv34633nrL/oZQ1jh3GH2cjWvYz6DJkjR86KXEgvjXSCWYy83IPtGPqp9qU1Vg59akKmLqluwujGXDecoK8C7527L+iNUu5E1RpR6oA6epcKVZweT9CdXi2SrxhjDv1r4P0QsNEAcPHsTgwYMxZ84czJo1C1dddVWZzDNq1CiMHDnS/r8kPz8fRUVFdijntttuw7333lsmc2tkBqwyDS+uapVwmYY/n/+VruSukf7405/+hCFDhqBdu3Zc+8SJE3HyyScDAFavXo0rrrgCu3btshMBCwsLMWjQoEDW8M0336Bbt2646KKLsGDBAkc9kbKATawsxFQSOwxo59s4x4qkSZZw7QBlZ+U4Ue2CciOO4dZJ2fjYNSgjX+RcRF4WdQA0pTQZIomiro99nxjypcp9M5lkdBusH6YOFvv743KzIowv66gdSV4Wdw2IKlamgTixstSrkBnzE31tcMfxRJ/nvDKuzEnWiSeeiH/84x9o3749/vSnP2HUqFG47777HAnAyWDVqlVYvny5I3flueeeS4uzQTXSCxEgoV2ELkJ82kATLA20b9+ebLfIFQD89ttvgf5HzGLOnDno27cvCgsLMWzYsDKbx4KDWDFw1EgiFCrVazJhnSinYIh9VpsibwqQlzpglTPluyeILH4IWNCgykxwKpiKWLIEj1WTPEh7YsJ8/L014mQIiIaCIShYVm5VjCSx77vt00qgt8ZFjJifmPoVm88QVLCcV8cBALbeVrZEq0+fPmjSpAm6d++OtWvXYsqUKYEcs3P48GEMHDgQr7/+Oi6//PIAVqpxrCOCECIJZColMiYVyIxVaqQMhYWFaNCgAXr06IG3336bIz/PPPMMcnNz0aVLF6xevdq370gkglGjRuH222/Ha6+9huHDh6eMXIl5OkYEZFkF+7VIpIgkaSpZnTyWhclZomxJdcz02O8198nKmTLj3IZbK5XzJcnLInOwTOeaXL+GEnOQiPki89uYebn2SHwtJquMUflWYcG3pUYJCfCO+a2ipLYfg1fcJCpkzoxxyJkxTnKxweDCCy/EypUrsX79euTn5wdSymHEiBHo06cP6tWr5+h78MEH0bx5c9x444344Ycfkp5LQyMToAmWhhJjx47F999/j9mzZ+PBBx/EkSNHAABPPvkkNm/ejDVr1qBfv364+uqrUVJS4tnvgQMHcMMNN+CVV17B0qVL0b1797K6BABAs6ET0Wyok1yRxMrHa0diM3FDl7YpEuNlSe0kWfJIRJRkJ1VQJMVTMAj7aAdjoyJV7PgY2NphfH0sec0shw07j4l4mxVijMBeEFfMNGLAlJx3WNYk68wzz8TixYvRuHFjXHDBBUlVf//888+xYsUKDBgwwNH32muv4b///S/WrFmDSy+9VIcKNWyU11mEqUJmrFIj5bjiiiuwf/9+rF27FgBQu3Zt+6iA6667DtWrV8eGDRs8+dq2bRvatm2L3bt3Y8WKFWjevHmZrRsASawAb0TKukm7EivAGdGiVKmI88YPGdGJgFTGbN8qFYgdSylm4vwU6TKJPutaWRIjU60icp+sXxlEe9URQTJiJs7LhVhj/igVivssxJQnloCJJJcrSmr7Ej4RnCoWL+VgMIqY+CHKmTEWOTPGOi86IFStWhWvvvoq7rvvPlx++eV4/fXXE/Lz2WefYf369ahXrx5ycnLw448/onPnzvjnP/+JOnXqAAAMw8CgQYPwww8/4Ndffw3yMjQyFBEYCT8yAZpgaZAoLS3Fpk2b7Ndffvkldu7cifr16wMAfvzxR7tv+fLl+PXXX9GwYUNXv9988w3atGmDNm3a4MMPP7R3IZYF/KhWsj5HaQOBrKiUEpGckQSNIDtSYiYJ9Tn6KNJCECGprQIkUQJPumyfHv8PpHyq1uYISYpJ9cx7y4X/mDW6qYamwayBqJnF5mlB8vkwKeIkVII3wgZMtmYWVz8rPm/Oa2VHsgzDwP3334+3334bf/nLXzBmzBhppWsZCgsL8fPPP2Pr1q3YunUrzj77bCxcuBCdOnXCjh07bLs5c+bg9NNPxx/+8IegL0NDI+2gk9w1MHDgQMybNw/bt2/HFVdcgWrVquG7775D3759sXfvXlSoUAEnnXQS3nnnHZxyyikAomUaduzYgQoVKuCEE07A22+/7Vqv6rPPPkO3bt3w0EMPobCwsEzzrUjVKhK7z0l2/jkIELVDDs57LuXLMiQT3iVjHTvkZATD5d7nVtKB7CTygbzsVFT6pXwSc5O7/6xhRAhQWUVfsivQHstWemfnj41l57P9xJQnrsyC9TsLxdZmqVOWTex3H/cR+8kkvrM+zbAR311oJcmLSfCvjYVhmNjSZyjKAldffTU+++wzXHXVVdixYweeeeYZTwfaqnD48GFcc801OHz4MEKhEGrWrOk4w03j+EWi4b5MCRHqOlga5YJ3330XtxVL6IQAACAASURBVN56K5577jnccccdZTaPLBwonhco5tWQtoaEIDEgyY7EP1nSgHVt0ITCMa+qj+hX+fVU48pSc1Q2lC8rz4i19zEOAF2XSrSnamZ58UG9F0wpB+V4rtQCQ7TsMfwbZttbNiFwHwKOvLG+hVpaRmxMWZEsAPjhhx/QuXNnXHjhhXjllVdQuXLlMptL4/iEVQfrqZXtcEI1/zrP7yWleOCCJWlfByszaKBGRmPKlCm49dZb8frrr5c/uRJzpVThQNFWCCNBeO0I1xFzSXOCWDC5S6Stj3ChYxzhV+ZLllOVbNEZA4IvMcRIvScWiHGy989WDEUiJVwHV5tLfP+IORzrM0w6J4sbI+5EFI7PiYALB7K2XOI7UW0eAOrNpA+1DQL169fH0qVLsXHjRnTp0gX79+8vs7k0NI5laIKlUWYwTROjRo3CsGHDsHDhQnTt2rXM5pKSqxicicuCnUCs2Fua8mYrG0/k5ZBJ9CKpMonxlj0VcmR9yfpN3q8yV0s2VhwXgYMsGcLDb56XrMyDcl2sDUN2ZO8vWc7BEpcEcsa9nwYzjjgeR5aT5fAhEi1mR6FIyrjdhRHDVq8sX/VmjUG9WWVDtGrVqoVPP/0UpmmiQ4cO2LlzZ5nMo3F8I2IaCT8yAZpgaZQJwuEwBg4ciBdffBH/+c9/0LZt2zKZp1nhRDQrnEgrETFICZKgzsiSnyk/9niFPZlvRZAgKRkQSYYZt1cSEFYZUpAbGSGSricJyHYhek5qF+0JG+UuQ+p9JxQvUZmy7UT1S0xW96KGcmqnQLLCgtplwLG70IyEYEZCEEOb9V8f7bzoAJCVlYX3338fDRs2RLt27bB169YymUfj+EUkwXMIdaFRjeMW4XAYd9xxBz7++GMsW7YMzZo1K5N5mhWqQ4JKgiSSI+G542bpQrxIdUr0yd5gJWRBpi5JlS1KMRJA7dBzI0/SEgwqpUpUtARlzS05H6DHkQnwwlzcF1rFdZK1v4j3zgjDSZIoxTFiyEk5Q5DYsCRP0thrYtQrcXchMy/bbqlaZUWyKleujFmzZqFz585o3749vv/++zKZR0PjWITeRagRKEpLS3Hbbbfh66+/xuLFi3HmmWeWyTwUuTLC8ZuXSnkyzPh9zZFnxd6oiTCd8rVIIERSEQszJb1bUEE8HMnsCt9iV7mI7iJxFIgRqfwTRFjcRCSSV8dOQivhnh1nvVfsUTiUf6HN8ifWzxJtTOZAaSNi2Invtq19ZiEcuwvB7i6sGInbheLtAGBUjF94/TeiJOuHm4YhSIRCITz33HOoUqUKLrvsMnzyySdo3LhxoHNoHJ+ImCFEEtgRmMiYVEATLI3AUFpaij59+uDbb7/Fp59+itNPPz3wOUhipSA+3HPmJhyK0DdImXokKljKHYGUisT4UNaKIkiZuCtRNhdJyKw5JcMpsNdniOu0yAZ7/fIlOX2bTnLkNpgaYxMtySK43xF1ViH1uzeI64aTtJvMgc/ibkSWWDnto9tS4/5ipRpCZpzsxXYXRv0QZIpdoAFEwiGEKkS4NTR4czS+7xUsyTIMAxMmTEDFihWRn5+PTz75BE2bNg10Do3jD2EYCCfw1S6RMalAZtBAjbSHRa7Wrl2LhQsXpoRcGZHYsSdEGMihVDHPqYRnqs/La5HwSEODLNhwl2inyLEimYwY1iOuSxrCCzjvSgYyp8pak5cx1jWw8Bgy5HwSYUtVjpz4mgv1EYnvAPjCpzHHTkLObntk5gkLSe9syJAZEwk7/xtv8GbwIUPDMDB69GjcdNNNuPzyyz2f3KChcbxCEyyNpBEOh9G3b19buTrhhBPsMwuDghdyZYMhK+wNU5WT5SBHLiTMD/GyxjhIAUWgZERAlpsVkfdx/lSkjLBX7ggU+4U1uI11WwOZCC8JHcpIoSzvi0rgt9dO/Q5ZxY5QMvnPnZNoKftZIsj2CdXf2fMQ+bys6M5CwzCjoUQrMT6GoEmWaZr47bffMHr0aPTt2xcdOnTA5s2bA51D4/iCFSJM5JEJ0CFCjaQQiUTQr18/fPXVV1i8eDFq1aoF0zSxZ88eVKtWLZAihb7JldUuIUxkYjmYmznbJ1OBxL5Yv6NNyIlS5mAJESAKqvXIfDlAEb3yVtwZAhx9wjU7XzNhUkceluFUtriK7ayaxIT0rN+FIy9LbIspa1wpBsDOm+JysmL5VtE1mM5+ayEG08deS9iI5l9ZCfIhM37kDhDNwWKem5HoQCMUQSRGvkJMcVKLZCUbMhT/pkePHo2jR4/i8ssvx2effWYfoaWh4QdhJBbuC7ubpAUygwZqpCVM08Q999yDpUuX4pNPPrHDgoZh4JRTTkFJSUnSSpZIrljVgFMQxB1fwpj4omlfjj6RLLn1uahT5A40VTiKCukpFCrZLj1SaZJBpjYRqhS5M1GmaAmhSHsuFayx4DgRfW3UdQlhV0dxUZbMsqqW0MYRMnb9BjHG5NdB+ZTVvJJ9SUBEqJsl+UxaRAuATbRYNHjrSUebV1BfmKycrB49eqBTp07Yvn17wv41NI5VaAVLI2GMGTMGc+bMwbJlyxy7BS2SlaiSlbRqZUhsiF2GjtAglQAN0EfOUMSKXTOlcsHZJsIwTZiOs1yi7dG1EJRDnNtpESdqTte+EEidP4UCR0UAHDsfZdn1io0DpLJFnF1o7wYMx/3ZbRZBC0nGWColq3iJZxLattTuQsS/olsqWdiAGdtNaEYQP04nAm5noVEhFjKMAIat8EX7G7z1JL6/cTj8QKVGG4aBiRMn4n//+599jmE6H1uikX441ncRZsYqNdIOL730EsaPH49//etfyMnJIW0SVbICDwm65FM5xlCqiEn4ZHO9xLwelcpljxEZQ5RAGcLxoFab2M71RQi2QqlREnjKm2LVqoj7GFm/Iz+KIGukT85AfW2c0sa2UzlYlPpn+aSS5RlflNLI5lVxYUXWVjY/E2K0d5DGjFglS5bwzrabETgurOHsJ+AVXkL9oVAI06dPxxlnnIHu3bvj8OHDnv1raFiHPSfyyARkxio10grz58/H4MGDMW/ePOTm5ipt/ZKsZg8FQK4UNzLWDxlqFMeLN2/xJisLC0lIFEWISAJlRsc6SJUp72P9UGSMtfGTdO6AjHSJxMkDlGSOmJdNgKd8UaSK8kklrXO2wmulYieQJ/7zYHBJ6o6wtuy9YieMwM67YncWmmHmzEIzluQVK90QCUcrvrPH7VhFSb2QLD95lJUqVcLbb7+NkpIS9OnTB+FwpmTIaGiULTTB0vCFpUuX4uabb8aMGTNw2WWXeRrjlWTZ5Iq9WYXjrylyJd0lKOZkeXkukgM3YqXsj5MoKemJESWxTXrTV7VThCNieiZdbuqTcqci6dO5PlmOlnNw/PrY/C1HrSvltRN9DKmi1EgHUaYIuWyDAjyOZ20ppYtds7CbULmz0GKeMUfWzkIA/OHRMTR6W06yEtmkUq1aNbz//vtYs2YN7rnnHpiSz5qGBgsTBiIJPBzpE2kKTbA0POO7777Dtddei6effho9evTwNdaNZDmUKxPcgcz2c4Y4+Q0JuiW1c+PF8B/x3PZBKFSyfnIMQQakIS6FSuRIPBdBrFNGuqixvsOIPsgY6dc2kFyfgnCKhWCl4UKLuBlCG2Mj/q6o34k4l2PNrD/ClzTp3TD5/EHhAGgbHkKGVr0sK32PIlnJ7AA+7bTTsHDhQrz77rsYPbpsju7ROLagQ4QaGgB+/vlndO7cGYMHD8add96ZkA8ZyVKFBUWCZPfLyJXsZiYhRY4bpqhoUWpXTHliw3RuxEpFolio2lTtspCZ1zCgqHTZoU0fqhXtV07IuHYKFHET/VsPr+8Z+3ugiJuQc0UqS8RrVyImkifRF7Nu6rm4s5DN87L3O3D5V1YWPR8mZHcbAkDjdx6P9wVQXiUnJwf/+te/MGHCBLz88ssJ+dDQOFagCZaGK37//Xd0794dV1xxBR555JGkfIkky41c2W2ym5DH0J+bjSOk6KJSsX1KYuWFRFFkwE2loeCBcLmqQI4xjNIlIUheFC3XXYcSv471RNTXR10Te81UhXeujQgtOz4nxO9JmszOPY/mSbG23DjDIuvx6+NyuCJxu3jIMrpj0GRD49Z0HLGKE7FIOGQXKAWiJCvI2nW5ubmYM2cOBg0ahKVLlyblS+PYRsQ0En5kAjTB0lDCNE0UFBSgYsWKmDp1KgyqPIBPWCSr5SOTnX1JkitHSNB0totjpYSIIFYOMsX4c9uZpgwvSua016oiW4o+FSGx1inz4zl86AHkOhhCJR0nro0qzWCRHFk7FS5U/O6oNir055a/x9XZ4ubj1ax43qBhK112Er5lx4YAmefczkLLniF50Qrv8dINtgvheJ0m7z4RWGFgAOjYsSPGjRuHHj16oKioKBCfGscewggl/MgEZMYqNVKGp556CosXL8a7776LKlWqBOb3vMJJ3GsvoUAqrMfdoFzIl2XD2UvImyuxUszlIAwiASLmFUNlbmFBBwlTEDSu3UUhUq3b9X2QECjOpYSfy5Qwhz1DNh3vDfPg2iUk0xHWU73f1DUZBFmjiBtRe82IGIpwoKSwqCTnyrCS3BFTreywZvQJe1YhW7ohHNtpaNmft2AcgsTAgQPRrVs3dO/eHQcPHgzUt4ZGJkATLA0pPvjgA4waNQrvvfcezjjjjMD8imFBr6E9aU4U4JlcyWziSpfpIBXceDdCAajt3VQuCfHxk5tl9UnXJaxPGuoLGtRczDoAJ6Fy2Cv6xXZS9aKuT0VILX/UBokIs2bxsyUZy4b2bFuKgAnV27kzCy1SxDyX1shCnGRRpRvEqu9N3n0MQcEwDDz//POoVq0a7rjjDr2zUMMBHSLUOC7x3//+FzfffDOmTZuGVq1aBeY3UXIFQEqQpMRJchO1b3Ym75srqxAxObLFkTAXpcZNGZGGysRroogOZWut3w/hcrnXqXKrHKUfHP0SAuV2f5URMOL6WYJD9lHXS7yXru8LG24zJERLGK9MjLf9inWuok9lOwv5UGLcnkueF0mWoGSJpRusHKwIE0YEgiVZlStXxpw5c7B8+XKMGTMmML8axwYiCCX8yARkxio1yhV79uxB165dMWjQINx4442B+aUS2i1QxMhv+I8jTpa9dTMy1TdHaW6VSa/NtkuASNljFASKbPPaHuvzHQpkCFKZQUHGXAkVZcNcP9fHCD0syNIM4u+YDfOyNbmYNkc+lur3ziazswQsYvCSnYSMyUOJjB9rZ6FFyAy4lm5gQ4cRISeraYAk67TTTsO8efMwZswYzJs3LzC/GhrpDk2wNDhEIhHccsstOOecc/DYY8H9J+t3t6Bs55aXxHZunOAXgHBTZvKKCMLkGEOtgyBSpBrF+hWIgtfwn5IwUQROWJMroZGsN1FFixyrggey56bUsfOYok+qNIM4N0O87NdsG+I+uBCfsCbSlhrH5U1BurPQYW/tLIwZsF9G7IR2sXRDbJwVJozuKET8eXyaQElWixYt8Morr+CWW27Bpk2bAvOrkdkIm0bCj0yAJlgaHCZOnIjvvvsOM2bMQCgUzMcjaXIFwlalbJlQkyu73ZS0q8b4ULQ8hgqV6ofEzq1dtiax3RPh8gHyEGrJ3OSDgJKgqcZT1xSzo8o1SG3YkBx4siTrF9fOvibtZHmDXhLeJT7thHa2TcjtMgy2AKmJiFDxPUiS1bNnT/Tv3x833nijPrNQA4DOwdI4jvDFF19gxIgRePPNN3HyyScH4jMwcsX0+8rJSoBcce1mvN1VpQJt60qCKH+CT3FNXsmWYy4XFUmlVIk2lE+v+Vme5rd8W0+J3CZW2WHtHe+/YGZ9jsSwn0x1AuDIxyKJGftc/HyyKpiopAnzcWtjQ4msX+oYHQNgD4u2E9oj8QVapRuAuNLFEquyJFljx45FhQoV8OCDDwbmU0MjXaEJlgYA4LfffkOvXr3w2GOP4aKLLiqzeZIlVzZ8kCs7Yd3xXKEceCBd9hg/JEymwIiv3dpc2j2rUgrCFYSiJQNJ4gB6LW7kTPI+2PYMN5HZeVIeFflYFCHklmiF84QwIZePxc5vUM8FG4DPs2JLNwhFRtlzCq0DobkLBFMbywCnEBiGiXPmjqIvzCcqV66Mt956CzNmzMDcuXMD8amRuTDNECIJPEx9VI5GpsA0TfTv3x/NmjXDvffeG5hfUb0Kxc4TlIbYLLiQK76sAjPOpPpNZhz7XPDHEj8VuWLaZaEf0VZKylwIjBiO5OZxI1sSsuEp98qNXAqER0qWEFe0HD4AaU0sr2qXZ9Jp+RPtYj897fpj+xXJ8V7ysdjrt8fHCJBpiVWRuA2XZyV+joAosSIIF126gS3REBL6ePWK3VkIIDCSVb9+fbz44ou44447sHXr1kB8amQmwjASfmQCNMHSwAsvvIDly5fjlVdeKbO8q1DYaUPeLMQbFnUTI56z5Crebzr6xXll7Y5QpIJMeQ3BecmjUuVlycZK4WEt0twmwdaLf4fS4wJVqNHLfFEnwnWocqti3QZ4O0coEE7FivMj5Fyp+hxfJgznGP5z53NXIZMID4vgyQ6Etp6zZRusyvFhvmwDAISFcwsN5YfNH66//nrcdNNNuOmmm3D06NHA/GpopBM0wTrOsXr1ajz44IN44403ULNmzUB8qsiVEQYfYoGCXEFiB/CEqgzIFflcRQhkZIOal/RlqsmSaizT5hpC80r+hDGeQ44QFDp7PJOXxfpXgSGdcecuxFC8TtbeJVzrloPlKN9gCuoXsXaqCKls96t7/StGXbLImpBzxZZuUB4IzZZtiIUQ+YrvPMmyyNW5741EUHjmmWdw8OBBPPzww4H51MgsRMxEE91TvXJv0ATrOMahQ4dw8803o7CwEJdeemkgPpXKFUuaRFKUKLki+l0T2Nn5TbrdMb9KaXEhViKR4mCafJv1mm0XXwu+VGQrUcKlgrfQoDcyJg01Sub0HBaExzbhtTR53SI0kPx+iQR2UX11zAHECBLioUEz7tQOObKhROa8Qn6NrFKF+PjYothzCO3wo0vZBrtNiOU2mzfSeVEJoGrVqpg9ezb+/ve/45NPPgnEp0ZmIZH8K+uRCciMVWqUCR599FFkZWVh6NChgfjzTK5iKC9y5SBRiLeLtpS9225Bksx4JVKijQiZHxkpI+CJ7Ajvle/wnRu4903Iy2LNxLCcbN5Yu1LdkoX4gHioUPAp/q7Fcg4cEZJ8RpWbJySQlmaQhsTjJEt6jA7494c9h9BuY3O2DHBlG6JtUfu4khVtD4pkNWnSBGPGjEG/fv1QUlISiE8NjXSBJljHKZYvX46//e1vePnll1GxYsVAfEpv5MQNhrKjbkRu5Eq8cdttDGGgbX22q5LfWfgkUl7yrWQhQdGXY06hT0meFJCGDqn1EX2ucLlW1i/XLyaUi+MoYkUQLRFkWJjZ1aes02Z9BG01CrwCBd4fS5BEksXV4WLnEHYVytZjkyyGeKnKNrAqV1TJMvlzC4WcrObzH0UQGDBgAOrWrYshQ4YE4k8jcxCBkfDDDzZt2oRLLrkEjRs3RuvWrbFu3TrSbtq0aWjUqBEaNGiAgoIClJaWAgC2bNmCVq1aIS8vD82bN8f111+PPXv22OO++OIL5OXloXHjxujYsSN++eUXAJpgHZc4dOgQbr/9dowYMQLnnntuID7PGxJXrwyTUa9kOwJNvp/6xp8IufKSEO+/Zhb/nCM3Ipli7SImPc7D64Tb3JQzFSTkKVmQoURTrWRxa7IdCetSkSoXUmi9NkUbixCJ77GoShGkkszHYudliT+Vf8UocHZulaVIscRN9jdlvWA/3zGFittRqCjbYKtchmmXbTAjhv3WW22h2FxBkKxQKITp06djxowZOlR4nKG8KrnfeeedKCgowMaNGzFkyBD069fPYbNlyxY88sgjWLJkCTZv3ozt27dj2rRpAICzzjoLS5YswerVq7F27VrUrl0bjz/+OADANE307t0bkyZNwsaNG3H11VfjvvvuA6AJ1nGJESNGoHr16njggQcC8ceSK4C5EcluBOD7XckVsZuQV5eSI1dc8rKCYEhDgAKJ8UWkfBAYr2RLCWatytChZC5V2NCRR8X0q/4/pAqSStdE+bN+jwIZo9Qu0c4RKox91qjSDWR+ljAfS9Ckv2fquahyEcnv3DiGUHGEjO23nxMky2PZBruP8R1y/ZD5R/369TF27Fjccccd2L9/f+D+NY5f7Ny5E6tWrUKfPn0ARE8U2LJli6NEyDvvvIPrrrsOp59+OgzDwF133YU33ngDAFClShWccMIJAIBwOIySkhJ7x/3KlStRpUoV5OfnA4iSuffeew9Hjx7VBOt4w/LlyzF58uTAQoNScsW2UeSKaKPyr6jcrWTJlWGCJnIyIkQlnBN2fggLqWyIBEOlxhAgw67UNRA2iYQO/cCXf2qnoAdyybWLxNgiP5LxYvkGaq0cWRNJGEWIoCb3UsWLeM59XoU8K75fTHa3nvOHQVtt0XliBIy5YCtsKFZ4NwwTpUKOVu6CEQgCAwYMQL169XSo8DhCsknu+/bt4x7UEUzFxcU466yz7PudYRjIzs5GUVERZ1dUVIS6devar3NycjibI0eOIC8vDzVr1sTmzZsxYsQIclxWVhaysrLwyy+/aIJ1POH3339H3759Aw0NSkERIwvUjVFBrmRjbXIluymJREWwVZVjiPszyeeUMsWtgVqTm0LDQkXIqNcMSDLj8C8nXOS8wntIXq+UoMb7ZEqWrBipYy1Q9Ekuh0yct9pd3lcxB4tbsyIfy+GTDT1SYcgIv05phXcIc7JvqPX7kRwGHZ+LKdsg+DGZsZaiFWH9xVAay9GyEATJCoVCmDZtGmbOnImPP/44aX8a6Y8IEjyLMPZhrFOnDmrUqGE/xowZQ85jCB94U/Zlk7ETbSpXrozVq1djx44daNKkCaZMmeLqXxOs4wiPPfYYatSogfvvvz8Qf26hQZLMyL6Vi6AIT6LkSmxTtEvJFWQ2QqdHEkT6JdQPLzvQ3IibWlkzISbFu5Izj6DIlEMtiz1Uh0ST64mNE8OC7Bi38crfo7CpQRY2FEmT1C6C+GdaQlblahdFohC/XtNwqmFEwVI7T8tgEtq53Kx4zpUFm2QxxUetCu+skgUEQ7KsUGG/fv1w8ODBpP1pHNsoLi7G3r177Qe1I75OnTr48ccf7YR10zRRXFyM7Oxszi47O5sLG27bts1hA0SJ1u23347XXnuNHLd//37s378fZ555piZYxws2bNiASZMm4R//+EfZhgYVOwHZXCeKXBnszUhoMyLxhOgyJ1cKsqHMqyFulNZrt238fl5zc0iIhyqs5pVAueVdkf4k5IFcK3c9wiHRkvWI5IabR/ZeiK9NYmw839txpA67y08WUhZ//142VVCfQ8ffCEWiLLWLm8NJqByHQQt2dkI7uz4rahhTuVjeG4mFDcUK70HjL3/5C04//XSpGqFx7MBMcAehGfugVq9enXtUqVLFMUetWrXQsmVLzJw5EwAwZ84c5OTkICcnh7Pr2bMn5s6dix07dsA0TUyZMgW9evUCEA0DHjhwAAAQiUQwe/Zs5ObmAgBatWqFQ4cOYfHixQCAqVOnonv37qhUqRIMU6aVaRwzME0TnTt3RtOmTfHcc88l7U+ZdyWoV+SNhupzIVc2TMGeaePa/ZAr60/AMCBLVudyeJREQd6XLMwQ79+qtWe1KWvvEQKRGVNfyLCdKHmLNsJrVT/tn+jn2oRBhmIOPpUo+lx8L8TxsrHWa+u5ZJ2if+41M45tlz3n5qjgtOHGVTAd/eD8mk5bq98AEOu3+gzL3oD9gTeYOUKx56EKEe4nAFQIRZ9XZNoMw8Q3XR5Hsli5ciXat2+PNWvWoGHDhkn700gv7Nu3DzVq1EDPj25DpZMq+x5/9MARzLniVezduxfVq1d3td+wYQP69u2LX3/9FdWrV8err76KZs2aoX///ujatSu6du0KAHjxxRcxbtw4RCIRdOjQAS+88AIqVaqEDz74AIWFhQCiBOv888/HxIkT8Yc//AEA8Pnnn+Ouu+7C77//jtq1a2PmzJmoXbu2JljHA9555x0MHDgQGzZswMknn5y0v0RCg55ChMy38rIkV7IwIEs2yDkMkOsXiY8DLDlL5LVHWOsgiRa7djdy5BjLqB5eyZKqXzU/RbIoewnZIsmaigxRr8X1SNYvroPzE1LYU+TLcI61bLh5DJMmaizxitmzZAsWcSMIGEuoopJenHiFKsRlyFCsrYJFtkLxD32livxho0GQrL/85S/Ytm0b3n//fUeOi0Zmo7wJVqqgQ4THOA4cOIB7770X48ePTz25Isap1C8OLm1kGNInuaKeS0M6shCQYo2uieqqkJYHKEOTilCdn7BhIBCuSZVITtk72iS5V9LxsvkZdwbrN2ZPJqHLroOdQ3yuCo8LPrlxlsIkfvYM8DlXdh/TZteli7dZZRu4sgxMiDD6M95l7SiM/4xXdy8NM9JbQHjyySfx5ZdfYv78+YH71kgP6KNyNDIaTzzxBLKzs3HLLbck7SvRvCsbpsc+Ub0iyI9rPhflOxlyxfiVEio3siSz9frazaeXNcrWZ42liJZbAjxBMlQqI0WCuB19sYcyF8vtWmTvlweiqXptP2c+f6wf6nBn6jn5eWdJJkPi4n9nBn9UD6L2Yj/vn02iIvxY5hbJInK5+ON0oo0iyWJhGEDe+4842v3i1FNPxdixYzF48GD8/vvvSfvTSD8kdtCz4TgfM12hCdYxjA0bNuDZZ5/F5MmT7aJoZQkq78ruU+0YJMa5kSuHXxcFwJVcSRQHT0qVTK1wgUgU3F6T87GvEyFcCapWquR2N1BlE2TES5b0TpEbRx8AquCoQzGLrYE6Z9C0/mFCxw7SReXmCfM5yjQgPidrT6pTBpjPvpMAsbZUv8Emu7P2gF2ywWBVsqQotQAAIABJREFUsFi9KxaWomVVcmf9he1yDiEude/8Dx5GsrjjjjtQq1YtjB07NmlfGhrlDU2wjlGYpom7774b/fr1Q15eXtL+/IQGRRsV4aJvkMQNNfZN312Z4sc41RQJuZKMp547CJXoj3itVENclBNZm2Pt4toEeFa2ZPP5TNf0vLtQGCOuhXttER8xZ0123eJ7ThFTar3i/BL/KsVKqpaJ5Cv2nFwzuemDV6VENYrbKWj12UVF446ssg1sGNAidFzJBoGc2eoVM6lV3T0cDvaWEgqFMHnyZEyYMAHff/99oL41Uo/yOoswVdAE6xjFhx9+iBUrVuCxxx5L2lfSoUE/fWLBSYm9p5spwIW3XMkVsR7H/DIyJrlR+wk7yV67kS8pFHaO/CyvCpTkEGluThkREtdAvJeeCpHCqUqJahS5dI85XpziRNiyqpPjPRQVMpGMeyDmdr8YIrSeGyaZ60iVbSA/u0ThUKpkg52HZeVqEcpWxHRWdw8Zpk24glCxLrjgAtx88814+OHkfWmkF3SIUCPjEIlEUFhYiGHDhuGUU04p8/m8hAZJsiS0sTdRZZ0skkhRbaw/NbliCQd5UxIUGBYqwhT3YzpfJ7mBl8x3sv0Tr1WEVTJWOYePNTrWwRIVlb3L+kSfUScCyZH4FkOJlGJlsq+9+JGpT9RzWb8Z7xdzrlg1ir0+O5xoxp1wf5fim2odAs2QLbvAaES4EMCui2UpWxHivEKrurtYgDQIkjVy5EjMmzcPq1atStqXhkZ5QROsYxCzZ8/Grl27MHDgwKR9BRIaVBAAr0pXUuTKbQx1o3NRG3wRD/EcQ8VB0a6viWti1+OcG/T7b42ThQ2p36spvL8+kt+dziTki1pH7EEdp+MgSaIfgXwpD2ymlxnnaBSxNpzPfeVimU4SZfuDhOzbF8IQKzbZXXxP2Nws1p9FssRdhEbcPxUiNGO5VnZeFlPd3YJIspLF2WefjUGDBpGVujUyF1rB0sgoHDlyBA8//DBGjhxpn/4dFPyEBhPNuyLHSW72oq9kyZUNyc3XkzqlOBhaiQSJFrVGJfGTkAuSaHlcuhc41uVG/CTXwCW9i4nnbut1e1+E+bnXzHwigaIIkkyhoz570nIagp39XPRLfYatHYXcfALJYnmVrGQDQ6Qo1coiVlZ1dxmxavXP4WS7HxQWFuLLL7/EJ598krQvjfSAJlgaGYWXXnoJlSpVwm233Za0L1G9EqEKDdogbMRx5HZ8k7eVtsFjmxu5EpQOa7yhmDM6znR/HiSIswNlcCVanud0+nWsSZjTK5FyrFM1l61CMQnbrDJFzEflaYnKk0N9MuHY3ad6TuaziQqdB59SW1H9sufij8+x1mJdr8Emtouw2jyWbLCIlJUQHz+jMMTYRB8i2RLzthLFqaeeioceegiFhYXSw3o1NNIJmmAdQzhw4AAee+wxjB49OunzBssqNOhQuoi8K2VI0Y1wMSEr0Y4kVzJFh7rxceshFCYCIkmTkTZlXo8KPtbhHEvYiUpWGdzHqLWQuwLFdpsUKVQsq40iSuJnQvFaGrpkCJRo55jfeinJ7RNJlO3DEOZX5AayOVTU59xxDSYT8rMS5qmSDYi3ATyRst7sCNNnwLmDUAwbBqFi3X333fjpp58wZ86cpH1ppB5awdLIGEyaNAn16tVD9+7dA/WrUqhUoUGHUuUlDCL5Rs+9lrYpyJXLXFy/ilAplCM/hEkkXdQ4KtynVNL8kCt7nKIPBBGVrNvT7kLF/LLQpkzd4lQsu81pR+Z5qdYlkB1O7SLWbdmRu8ZZkii+byyJEpPYVZ/3iEjMTO5vzqlosdKU1ee8IEfJBmKnoUWyxMKjLImySBYVMgzBxIX/HIZkcOKJJ+LRRx/F8OHDUVpampQvjdTDRGKlGsrge1+ZQBOsYwS//fYbxo8fjzFjxiR9bpc0NCioV36IF2njJe9KRZBYKMiVdIcguSa5b5WtjDAFBV9+FYnxXnOzPNXM8gsvRJGwp9Qt14R3AVwfsctQGdY0uaFx0hFToSxSRIYAZeuhlGDqs86St9gcrhtDBEWLI1niXESfo2RDrBQDS6TMcLRNPD6HQjgSQijAW+Idd9wBAHj11VcD86mhURbQBOsYweTJk9GyZUvk5+cH6leV2C7a+ElwNyImrR6AvlGKhUYNE/HSC6ocLslWeEqJid9gGYLiQq4SIlSS6/YKmdrjnMcj0fKqYhH2pJIlzOUKkdCI80vVLZdQIePbQdK8zC2SJusjy4zhPj9iLpbHHYbSXaxiGwP7Gtk8KervL7ZA7jMuvpFW2Qciid0q2RA/m9CpbEUHxwuPWipWabgCqO96yapYFStWxPDhwzFu3DiEw2H3ARppCx0i1Eh7HDx4EJMmTQpkC7PfxHZfCe4qNUrSZ5iSOWz1Kz5QpXqRNzZKUZHkM/nOj5LdxFU39wSIl2eC53k3o7d5E4aH99FPaFEaKhSuw/V9IsiUI1FdrFhAXQubkM4SMUX+lb1egxkvuV52F2F8HmHnHzuf6hBojojF5haKi/IDow9TyMui1Cur2KhFto5Ggj0M+qabbsKRI0d0LlaGQxMsjbTHtGnTUKdOHVx55ZWB+vWS2C7auuU3RW1MqT9H+NGNBDn6nGtyI1fxPrVaJR/HzCF7LlmHtM+HwmStS5mf5XsMHO8lueuS8kXUyIobSi+BIU10O794a17FZ4EaZspfq5Q9zs76R0hm50D5EUmY+Jyq+wY4dxSSXzhiOwopNYw9BNruY0iWAZ6ICUQKEtLFqlNWCQeqsjuFZFWsSpUq4YEHHsCYMWP0jkKNtIUmWBmOo0eP4qmnnsLQoUPLLvdKgJeQoGjLhQZFeFDFKHLFkTHxxlmW5EqlSCULL8TLhUBIiZPHoqVlCg/KkuMaDL4v4XmF12J5Am4OSZ4V6Y9SpKg5qXlESMLYDhDKGFmWQVCmqD6IRIwgW/a0zLE50Z/yW4hV2d1SuFgVK8n/qgBEc7F++uknLFy4MHlnGimBVrA00hqvv/46qlatih49egTqV6Ze+SNTCluBoPglRGQ4UDGvI88KIAkHmZPFIgFlybNvFSji5eEG7pVoKZUs1s6lGKnDj1Dp3T1vTNImqlsU2Yy9Jks+UEQq4lwPRaYcCfDEurjfs0iSDMGGsLVJnZgwD2GssIuQW6thOoghmTtp+xKYK3sRsZIN8UOiJblXgKfK7vY0Rpxctf5X8jsKBw8ejDFjxiTlRyN10ARLI20RiUQwduxYPPTQQ6hQIbkcB1a98rJ7zI+KJapXnkI4CpXJS6iSm9dNsSL8uqpVsvmZOWWhRYp0UQQkiARxai3J2pFrsJ56/X/P4zyiiuVYowFwye6UjTCf3U8koUvJlGgnWatlIxIm24b5IuHYgciMkf4epCFCwT/ZF191vJxD7Il9NqFkXsY2rl4RyzPoI3MiEQMhw0SpQvFKBAMGDMDXX3+NpUuXBupXQyMIaIKVwXjvvfdQUlKCPn36JOXHb1mGRBLbPYUGCRMxNEjlyKiOeaFJE/HNOkm1SqVOyW6WqnaRqHlSfvySI6+5WYJvVQkHmty4L0yW+yRbg9JW9CmqXoAzEV68RlMYR8xn52Ix7VwdKyKxnSVSpOrlloclEDBuDuF4HOpYHT9KNFXR3baJOWIru0crvcdVLBmsBPiQYaLNwuQ25px88skYMGCAVrEyFKZpJPzIBGiClcGYMGEC7rvvPlSuXDkwn35qH/lJbLfHCOqA8hu3ghDROSge1pEIuSKQVLgvQSRLtKTkJ8EkYbekd+k4kdSY8JbYrmonbMhcKDFcp/IvPOdCc1a3wl5s4+YkvlSwYUARVB+plrHzG8LfhP2BZcYB8aKiLiHDqB9+ByFla6d2CcVGrZysowGrWIMHD8bHH3+MdevWBepXo+yRSJFR65EJ0AQrQ7Fy5Up8++236NevX1J+AlWvINgI6pUq/KUMDXqxUd3QFLWgSKXGhaD4D+NJjBIlNl6Ilsv4hOySIZKqazWIa5L9/6kgSHaoUAz3icRD5o/KMbI+D8IaDdFGFdpj1iBVaQWFypFfxY5VFhol1CaxZAP3PscuirVhkuLtMKBhOt4bU9hdGFaUbZDlZAFIWsU644wzcOONN+L5559Pyo+GRtDQBCtD8be//Q233norqlevHpjPINQr/qgc+j9UR/6W7KYD0KFBcb0exrv58qJYeQZVqFQ8Zkd1SLQP4qVUYhJds9JOmN+lCKkMyYYEyUR2H68dyfIAuRs12kG3c3xMvG6RuFH9Jug8LMuO+nyLeV0EWZJ+ETHgUPUMxY5B65xD+2PBrEckSyKBild4jybAl4ajOaKldl2sYG89f/3rXzFjxgzs3bs3UL8aZQud5K6Rdti1axfeeustDBo0qGwmcFGvvKlYJv+TIGAOWDYK5clXaJHr80eufKlUsnMKvShXSRAtT2uUEBWpCqbYVZk0GN+y/x+5+WSJ7UybP+IrmSfWR5ZagNxG5l9FlDzlYSl8U5s47HWJZEmwiY6nFC4rRBhrUBx7YzkSK7s7io76vP9dvKjQ3wABrVq1QvPmzfXxORkGnYOlkXaYNm0a2rZti3POOScpP353DoqQqVdkQrsIB5lSzKOyIW688T7/igzrw1vOU0DsQ0XGgiJakrFeSIpb0rtsLplvT+FHFxXLK6ThP9sATrIjXq+k3SRsxHFc4jlrpyrgKxIwVZgTzjAg+zuJ7xi0bOOhQlktMNuvUPdKVSOLawd/dE7IMB05WUcV5RwSwV//+ldMnjxZFx7VSBtogpVhiEQimDp1KgYMGFBGE0R/hCSqlUo5krU71CtPZEquODmInQclhvctX4OrLw/nFJYJfBItuZ9g5vIDB+lNIvcs7if2w0Vs4RQjYVoyTChTuSySZtlYpMxtnVyHvJ9MWCfsuDXLcr7A2ADx3YTEYh35WULRUdX7yxYdjdbBiqlYTMV3GYEKwXQcAJ2sitWzZ0/873//w+LFi5Pyo1F+0CFCjbTCokWLcOjQIXTt2jUpP16qtitzaMRCpKJ65UcVURElCDYSksbfDE2unZpLnNd3snqCeVJconQiPMMj0Uokz8z/Wpg5XQqQUkgq/CiSFW4DHP/7dxAzKvTIb5JzEjiRpLHXzs7P/m7FNRI7AB0kEBL1SfGZ4chZbJCjrIOwm1D5vlu5XI7k+Bij9HFzCwuqlZWTZVV1t9qtsg3JoEqVKrj99tsxZcqUpPxolB90iFAjrTBlyhT069cPlSpVCsynSJZC0tBfAr4lxEhNpgT1yovipZrb43ileuUzTCfmCIk3eqrdXz5REoqWQsFzzBEQnCFBSp6B95CgSIBcrkkZ4nT7DLitQew34czD8kioRN/KY6NUJxZQBzpLbS1/Vi4WtQtQXF8sAd4++NlSs/iq7tGx8jCgYYAjVm0/fEi+YA8oKCjAe++9hx07diTlR0MjCGiClUHYvn07PvjgA/Tv3z8pP17PHJRBfowOoV653aMdCpN8gJ/QYMIKjkeVSnZTTvRLeMI+XIiWnxwrt/AoaeOmYolESDK3cj0GYatIgKfWJ5tfJDv2HFQ4T9YuzMWrSVAmtnNzMvbsfORcYhiRtRHfFPELEpXE7hjD53K5FR2lj8Xh28NWEdJYTlbYjOVihZM7hYJFw4YNcemll+pk9wyBmWB4UCtYGoHjzTffRLt27ZCTkxOYT6l6FduynohqJfpOJGfKET70sg6V4qK6qVF+FDlcbqpUMhB9e/YZUN5UENcg8+tJxQKcvysZmVEqVs6aWNxYiqCxZIzyTxGxuCvFWhRtImlzI2Ds+tjXMV/sbkKbKLILtIkZb+NF8XLAVq+itxG2qjv7k63q7iWpPVkV67bbbsOsWbOS8qFRPjAR/6/L1yPVC/cITbAyCDNnzkTv3r2T8pGoeuUgS17UKzcIY41INDfEdykHt4OLvZIrj4pVeSOpXCXGhwMuJCVu5/399bUJgok7cT4pxUo2P7UWSb9rmFClTglzOMJ87LrZz6jHPCwRXsKAnMLllsRuky/mMmRJ7OKORDP6jymGEmUZ/h4+rHZ190jwKlb37t2xadMmrF27NjCfGhqJQBOsDMH69evx7bffomfPnoH5VKpXAfl2KFFUSIOCCRhh3pdyjIe8LaUqlEA40OmDmZe6mXslNIp1uN/8g1GxylLJsuFBwaLqTpmiIiP6te2s5GxinMOWn4MkRwqyZgr9nvOwGHtxDlVVdxHc35tbIjpRroF7zc4tuhE/HKbBnUFohRIjEYM8m7A07H7LSbZsQ1ZWFrp3765VrAyAPipHIy0wa9YsdOnSBSeffHLgvlVfRoGyUa9ssiMeoyPMKRsbtXWZkCE0amLk7BTDgco52J+q58S6EiFc7nlHTlVPOS6VKpYLKLWKaqP4hL2b0CVMyMFN/RKJl7VLT/Qry8Oy/LkUFWVztqgaWCr1K25LHP7sBms+R10tPqk92u/vG4NhwJksH0MoFjq0yFW7j4Z49kuhT58+mDVrFiKRAL4tapQZ9C5CjZTDNE3MmjUrZeFBv3BTrxI5kscLUfKsjgF8QF/iJyFyRfW7jfdiSyBQpSnB+T37cAn7qdqVPhTJ7qKC5ZhDIOCsaiXmNTnKNbA+2KWI/QTZstplYVFA/mWGhKBwkX9f1DoM00EC1VXc1TAFEha2c7MMGMxrVs0yDBPh2JtbGmCYsFOnTjh06BD+/e9/B+ZTQ8MvNMHKAHz++efYs2cP/vjHPwbmU1pA1O2Q5yByryxIwnocqZKSF36sW2iQGkvBe1K5Rzs/vkyor9m33+Qc+XnfHGMVdbH40BhNcj0ntlNtNuky4yqWQuni1kWQazLny4QjfMktg/g8kp8tKm+LbWdNBdWNIlKO3DDLH2vrlUM5ipDGwoCy1+wULsnsXpLdk1GxKlWqhF69eukwYZpDFxrVSDlmzZqF66+/HlWqVEnYR8rVq2R2JTpIlI8bvQdTpRJEKR5BkisZTHieL5HwZ8KhQre5Pb7ffAOR7O5B8RKhrImVQJhQmvgea/f8HlJKlUptskyt+QlyKCNSnD/JG+c4VkccKxImw3QSU1legQQRQdWSHf4cpIrVu3dvvP322zh06FBgPjWCRUI7CCXfydIRmmClOUpLSzF79uykw4MsElavgoQX9coFXtQr2bwqf/Q4D77LEi5ES00S6f+RvJJPhy+P8FzdnToE2g+xTDZMyLYzxIFMLGcSz7kxYPgGRdxMpz+qBpdIZBx/D4TC5ggv2qoVQ6AkRM1xXeJrgnwZbCgx5sx0FB5lDn/2ScYsJFvZ/aKLLkLNmjXxz3/+Myk/GhqJQhOsNMeyZctgGAbatWuX6qW4hgeV6hWcNz8/ENUrL7lYXsiBJ1Llcd124r5Jr8FzbpcKZU30vCh0CZTFECEjhBxpclGxvClWHsKEKsIVa6N2M1KkSUrAHPlPNEkS/3ZIMiR+jsQdhOw6xKHidYiJ8GbsHz9fqqhwpoJQuR2Lw/a3//hBHwsR12CgR48emDdvXsI+NMoWOsldI6WYP38+unTpggoVEpfOyys86BkBqFdOn+B88ioF7TAIxUpFmlTkSkXEPEFi76pkKdYoQzLJ9EZEULK8rs1kHop1OdwkESakSJRFWsgxhtBG+Qah5LnlSDFrZecj87NEIuoo7qvYSZjgPcpR1V3IxYr/5A9/jsRKOrDnEgLRMGEIJsKx0g5B1sTq2rUr3n//fYTD4cB8agQHTbA0UooFCxbg2muvDcyfa3hQyJXymtwuU6+SWqtAQryoVw4IZwm6kioPN3WKLKngtd8zkSlrFcsLElWxZP8vyoqOknPHfkgSwUUiogwTCmSHnVuaMA55mynMo/TBroUKR1rrUyh5YiFR5X1HJIVu9bAkBUf9/AGqSjN46U8WF198MUzTxPLly8tuEg0NCTTBSmNs2LAB27ZtQ6dOnVK9lIThJF7e1CtfREM2RqFc+QlrualTQcOzb59r9mVbVtenUrB8Hl7t+D1KiJch+CWJiJ/fMRUu9KJoiXMRpEhU0RJSdU2B1AmEScw144aK740hsbW//dB+gkQyYcIKFSrgmmuuwYIFCwJckUZQKK9dhJs2bcIll1yCxo0bo3Xr1li3bh1pN23aNDRq1AgNGjRAQUEBSktLAQBr165F+/bt0bRpUzRv3hwFBQU4fPiwPc4wDOTm5iIvLw95eXn4z3/+A0ATrLTG/Pnz0bFjR1SrVi1hH2kXHkwUskrtyRIJH2PLklTJ5nSFi+LmtKeJTEIJ7wn4iK4hgTEQbvwytUecx404CWTDQXBM0H5j8znsqWUJhMo2FPOy4AwnqnYO2v2Ssfbkqjc5pkoZoo9Y0jpZcBRsmDBubxhRCS9awT3WzdbCMkz7xmiFCcP2LkJhV2HAYcL58+cH5k8jOJTXLsI777wTBQUF2LhxI4YMGYJ+/fo5bLZs2YJHHnkES5YswebNm7F9+3ZMmzYNAFC1alU8//zzWL9+PVavXo29e/fi6aef5sYvW7YMq1evxurVq3HppZcC0AQrrZGS8CDg/M82qOT2ssi9gjCHBT9/gQEpQUEiiHmT9uE2PpkdhZYLH19EKa5AkS4qTEjZiG1iO0VoqDVRfpyKD3hC5VYMVJWDRS6Et4nPw4b34PybK0u4kDu3WlghmPYjGVx55ZX4/vvvsXnz5qT8aGQmdu7ciVWrVqFPnz4AgJ49e2LLli3YunUrZ/fOO+/guuuuw+mnnw7DMHDXXXfhjTfeAAA0atQIubm5AKKq6IUXXogffvjBdW5NsNIUu3fvxrJly9ClS5dUL8U3klV7RELm5ZxBzz4tKJSfhBPPVYgk5syRhyaD4lroMFU5qFgB+BP9cAoQ6DAhFQKkwoSyOci1UYoW8TkxxSemhKRROw39vF8OIiX4pp5bQ91ytSzIcrHIY3NgJ7VT5xICTOkGR7J7zG8sH4vaZZj/8QMeFkwjKysLl19+uQ4TpiGialQiSe7R8fv27eMebNjOQnFxMc466yxUrFgRQDScl52djaKiIs6uqKgIdevWtV/n5OQ4bADgwIEDeOmllxziR35+Plq0aIH77rsPBw4cAKAJVtrigw8+QF5eHs4+++yEffgJDwalXklzqRJJUGfGqRCkepUwqYqY/MNqE3+y/T6RKMmS23sYUA4KnizHzdOGBCjCbgBNbMQ5RTIkW5uMLDG+DeE1eUwO61IkOzICJapjVJ6UuBx7rEWMwP20w6NWv9sXC8NUkDPFNxZ4UKsME6URPjxohQ2DgA4TpieS3UVYp04d1KhRw36MGTOGnMcQdlKYsvxcxo6yOXr0KG688UZceeWV6Natm92+bds2rFy5EsuWLcOuXbvw4IPRvMGK/t4OjfLCRx99hM6dOwfmzy086Ntfsjdej4TMMZ/ypmvC0260oJQVFVESyRXVHzKcPz2sK5Edyl7H+fYvvOfOfpA3f7I8guBPtktQuj7rrTYYO3sOI27DkCzWhhvH2BomYIpfRRnVSeyzOYt47WLOlhH9/JshkO+HqNbZc4m24lpk77kCjrkgvPb7B5/AZ7QscdVVV2Hw4ME4ePAgTjzxxFQvRyMgFBcXo3r16vZr6rSTOnXq4Mcff0RpaSkqVqwI0zRRXFyM7Oxszi47O5sLG27bto2zOXr0KG644QaceeaZePbZZx1jAeCkk07CgAEDUFBQAEArWGkJ0zSxePFiXH755aleShzloGQkAtdwog8fnklVEiqUwxf70yNclR0/CPjMCRU5k9Vgkl2Plx2CsvHOZHWm4CjUYTIxf0tZqkFQqBw6jkohFZUnwV8yuYlOZUxSD0tWqsGM/eMID/KvZecSWuFB2cHPbA0s9qcKl39yv6uNDPXq1cMZZ5yBzz//PGEfGsHDTOIBANWrV+ceFMGqVasWWrZsiZkzZwIA5syZg5ycHOTk5HB2PXv2xNy5c7Fjxw6YpokpU6agV69eAKInqvTq1Qunnnoq/vGPf3BK1549e3Dw4EEAQCQSwVtvvYWWLVsC0AQrLbFlyxZs374dF198cbnOKw0P2j9Nvt+UjJOoUW7J7a7qVRBQ3fBkSJAI+YYP4uY1fOZrnMqfygfz+/K1k1BBmhxwybmi7JTuCPLmntTPjBXIkdVmCLaA8/ocCecJfBmQhRA9k7MgFSZJiNLuVoQHRfGTChN6ORjadYmGgfz8fCxevDgpPxrBorwKjU6dOhVTp05F48aNMXbsWHt3YP/+/e3Qcf369TFq1Ci0bdsWDRo0QK1atezdhm+99RbeffddrFy5Ei1btkReXh4GDhwIAFi/fj3atGmDFi1aoHnz5vj1118xadIkAIBhyoKRGinD9OnTMX36dCxZsiRhH2z+VdK7B+3+FBMs2Q3JCyETbmpKWxFsGK+84CFc6Pp/jKSfHEeE+SjiIvXB5i7IwkxWf4jui4ep3H2Zwk2dWqvTxqBtLIQUvjz02a/F9TJqkmjr8AHGXrwOSehQ1u9YV8ikr7OCSfsV7BF7bcbsDaHd+mMy7P7oz1CF6B96yHod+1kh1l4hFP1ZMfa6Yux1pQrR6uuVK5Tab82nHfit8X4wffp0vPzyy3aNIo3UYd++fahRowbqzxiGCidW9T0+fPAQfrh1NPbu3cuFCNMNWsFKQyxevBj5+fmpXsaxA4lCoSRXskT18oKH+ZLZWegbiagsCYyN2ksUMZFgMCqYl3w7biehOM5NUaL6YqTG8QUAgg37kji8maxtpfAhXZOgsHHtRrzWlaPgKFvKgfUj7iKM1caya2EJ4UL74GchPCge/CwrEhmEUqVCfn4+vvjiCzuco5EGMJN4ZAA0wUozpFv+VarUKysUFIh65RepIlUZBNXvwTNB8ADfOVeUnWjPqEpeIg3OfC6QaqhjLpG0iaE0KgcLxN8G9bfiEpaTwu84QR3zPZ1BiqMA4nlZ4UiIK9sQjr3h1G5CnYd1jCHR8GAiO31SAE2w0gzQJCl/AAAgAElEQVRB5F+pyjP4DQ9mPAjVyrUEQDLzUD9lN3o3eMjJ8lTOwAsCLNngS8Fy8ema6E7lXHGqFdMsnEmYUKkGcX5CCXNcvnU/EG3FQryx8WLo00zkteOLS0ylEs4utBdLqFgmo255RhJkjIVVCytIRcvKw/r0008D86mhoYImWGmGxYsX46KLLgpsK7Ej7yoN4LtWllsYKAgko1rJCJTkBu4bHolW0PCVKF4e+H/23j1ciuJaH3579kbwAl7wwkZBIrAxRgVEUSEqiPGWCBoSNWKUIxFJOL8kXkAw8ZqoJN4wEaOJYIhEglEw6pccozmiQY1RDEZFBRQUDreICBtFBKa/P/Z0T/XqVZfurp6Zvan3eQamq6tWVffMnnr7XatWmZApEoskkg/ORRjaFeKPuOtKQho9sY7EnlTNIipV1M2nUHTpAxKE6zchPLo6si1zxHIPZTdh6B4MjmtjqnGB7rWFSm2VUy3UxrfeIcS8efPCfYxqDbbcg9agcw8y6pUSSciVL7y4c2nbVgh5k6NMcVgyn5LGBo1l4ogYzegus0u/syJR4b7PrFs0Qu4k46RKUo6QelZy8rZwMVUB4QqyuReLHgqeH0vbkBeOP/54/POf/2QzfjtUHpVaRVgtOIJVY3jllVdw1FFHVbRP09WDtYrMLr+kxMomkthLq2LZdBNaaK9VU8kjqulnm4jI099nk7YyJYrpmx2L4ZxA3XxhW4mtULkrlXuSMURyXYlqmBDEHlH8TFVvwz9AVTyWWAcAtoaEy24cVvfu3bHrrrvijTfeSG3DwcEUjmDVEDZv3oyFCxeiX79+qW1w8Ve69AyVhDX3oKo+ow5ZUWxyU+IS2LToKqy4ipWyvjbQ3aRd6DY0iMMS28qIWHBOIoixXEwSc6U6ptdu/OAeU9RSPIV4pXaUiBWDpKXNbkG6J2HaAGQd+Qrisug+hcn68HDEEUdg/vz5qW04WETwNJHm1QLgCFYN4bXXXsOee+6JLl26WLFXCQJVNfegLejUq0q68iyRLOPuuN8onQqVgLgm/Q2U1deSKSHmSteOxmFFiJTCDRgJYpeQrjBuio7VZ+YEzqVYS5C5Eo3VKr+c1b30G1EUs7kb2vAskCqKfv36OYJVI3AxWA4Vw/z589GvX7/YxpTVhC49Q4uFCbFSHecFCySL/WyYMpPPMMvnrGrLkX+juVvxp8ETKq4seBM/Z3L/ZTFY0vgmVT+y/0ttpeoWVbkkx7FVhESNoiknPNmqwaw/ScyHG+TDCtMzCGkbCjn+wTmC5VApOIJVQ5g/fz6OOOKIivapi7+qCDi1S1COIqqY8PhiGkgdq6dbMVht1a3CSpYOiUiW6tFSJAEFSXmoKOkD3U3UUapQ+Z4XyehuSkalalzJbkzxCv5RKWCe5ljsg+mTHYtsjCbtxYFSwqXZk7CMZJKvKrloQLy4fFhDnrnMuA+Kfv364fXXX8fnn3+e2oaDJfgZXi0AjmDVEAIFKw9UlEAlTS7qUBmkVLHygHbjZ02gu0+JCTQuOKpeiVVpEWObdRlKYrAoEqVL4PqSJR61jQxfBummz0nzaFUA3bt3x8477+wC3WsAbhWhQ0WwefNmvPnmm9YC3PPMf6VNz0DrVykHFzueCqg+1gLqq6agJXSfpulComCxdVWER2if2EVI3G8i0sQORoLTxf6kcYrCMUfWmHhepSuSueZoSgiiPvkKZc4ygu1zimT7nGrABbo7VAqOYNUIXn/9dey+++448MADqz2UELL4q1S2TEkW6YMGzcfKNe2MyY4F6VnsK3PqiAA6GxLCWCurCZOSbtmKQY7waAkVrUddhKLypboHMpehMCapSkXKaD0pgeKC75l7o3RdRo6bbyJL0EKCR+K0CDHTwlClE92C24tB3FVlFQkXh1VDaKXuQcARrJrBW2+9hUMPPbS6Ae6mqpfpl5yrE3uKJ+7EFgKRwIkEgF6HFaJVA/dGGbAeI7v6AfuSXx6ZLS5dgcmqPGU299igov+HyhKjoOkQVpNtRZX2OIWyJh2gwbVE7jHJ2t58f3x9fqsE7tEg0D2It8or8eihhx6Kt99+OxfbDuZwLkKHimDRokVobGysSF/S/Qfz6GN7qaAWnjx0Qe2GSEOYrClaCfuMoRJjMHhI8Irke8eNSzFza3NmKRUtX1snTswkdkskjCU+lFgkPYbCHcjFhjGKHF1FmBoKJc2nAe+p82DJA95poHvB8/GVuZem6gcAGhsbsWjRotTtHRxM4AhWjSBPgpXrBs4SRSpPmLoHQxjs5WfaL3UDprGRCqp2Sa/NSH3UVFK61AxUIgpuTpYFuXPEyKRMp8IJKpWRUiRz22maae1Q1QzlY6k7UacgBW9lRDGH34Yw0D3cj9CO6mAjJ1ZjYyNWrVqFpqYmCyNySI007sFaeFg3hCNYNYKsBEuVwd0KiNplU42RTWaVJG2VBHUrGqOGb4OxC1E2x8qIK/3sZWRCUsbFHHExWCaiizx4PHo+HsPEqEriscQtKCVDWaG6f37K7XJUfZH+tgsJRzkEiUVNttZJi44dO2KvvfbC4sWL8+nAwRBUGk3yqn04glUDKBaLWLx4sTUFywaxigW4W0RNEKeET0J5ufes2c2o0OXpvoyQFwMFK6rceNEynbBGfndNyB1HiNhyhY3IeYXbT7cqkCV79FhB5MJyCbmUjllWHpyT5MPKCg+o2EbPFM5N6JA3HMGqAfzf//0ftmzZgoMOOqh6g8ghrUNF8l6ZuAczoBqxU6lQSBarlCuI7GBDweJcf1x75SrCsI4vtyMbnoasZN4eTUbEOLKliMsSx8GtBrQdG+yR7XC09RVxVgECorWtRLzCPQjhW83w7ghWDcC5CB3yxqJFi9CtWze0bdu24n3bJVR+MyFR2Mw64bcIspMQVq6pAnFY5ikv/EjbmIKVZKgaH5EJoVJCoVaJKweTBrl7wT9EVZK2ky08YYhTMDaj+CsOdKy634AkTxlioHuCcancgUGAu204glUDcATLIW9UcwVhJuSgTMXjWKr3l1RJMleNXFSZIXX3RWfLWP/BHCz59dGqLJw7kcZTaYiH5/s8eUlCWBR16SUrr0mwExs73TMQwrEpPJiRJL+5ns3vi82M7sEKQluEyxEsh7zhCFYN4N1330X37t3z7cRGXFaFAtyN7Js8xaRMy1DTKplqbLUSh6VSsMT+JKkaIlyAW0lo4iKUKFHNx9H9CE1txY4Nc1SxMVVM96b1uLFKH3Y07ZWuzfA6A5+jwXg09WxncM+SqqFHjx5YsmSJxdE4JEbwBUzzagFwBKsGsHLlSuy///5WbVrdKicPwpGDMpUL8asgKt6njghkgW5D5aDP4BeIiUFSwkQ9lRIl39wGhcRlR8+H9hn3oWx1YThsmTtQMZ7YmGIk0MKHq9vRIYErsVhKVlqs4kTZuXNnrF+/Hp999lnVxrCjI3gWS/NqCXAEqwawatUqNDQ0WLGVaEsayZfU6gpCS25EVZCzzUD0aqtXma8liYpF5jar1570F1Dlbgyq6Nx4ObisbUN6DQIR45KHUhtsALxgS0YCdbaN4flxhUvXRBFntb0KexPus88+qKurw+rVqyvet8OOAUewagBZCRaXAysNrBIqm8HzLWDirChS3Af23uV5P1UrCUV3sCSbu6mLMDHp0qlYCpcbnyG9/L9pnJWynLzntujJRalNEnsmQCR7NuKsthcL2lWGtlAoFLDffvth5cqVFenPgYGf4dUCUF/tATg0uwg7d+5cvQFYic/K4RtvUwduIX+QNQffl8sOCdrJ9g2MBLp7TF3NGDzRzUbbZ5zvE9mhbkFEx+UVIQ3qF/vS9cmeT6pGcXWLaH7c9r3sDC6wFXSXwt72ooe6go9txQLqC3lsQdGMzp07Y9WqVbnZd9AgbTyVi8FyMMEnn3yCpqYmay7CJLDxoFirqxGTBnzXmjpWM+NJQK6i+a7SK1gxOzTZKLGhA11ZGAa5U1cafZkiQV1poDxnU+UCJPXYe8PEtZnOS3b+rps7SxvYLubMyitVQ0NDgyNYDrnBEawqY9WqVWjTpg06duxYsT5rJfC9ZkhECanHU42oy0p1lyUXlnhoomBx/XD3lRAH7Wq/rO5B2QOAhARRD0aM2BDSE8ZfceIRRwJpfzLCZfPhx4L7zzQZaSXR0NDgXIRVRBBzmubVEuAIVpWxatUqdOrUCV5em24JsLOFTnYbNslIVVW4HIlVklxQMWRw11r74TJIgxBvI6vf3EAWg1VxbwFVnwwVWG51IIsSOYqQJC5WK8m1Z8hvFRm3hd8Qv5h+2glyYYXZ3TN+YZ2CVWW08hgsR7CqjFWrVuUff2UxB1Ym2CAktfyHZXENsfYpLcWPjMlcZI2sGCpfsiB3bj9CLRKoWlmhInbavnQuSMZVSf/+WFXM9LMzVOKUsKBoFbent7Flm53w4c6dOzsFyyE3OIJVZaxbty439+AO6Qos+pkTbhpBR6Iq4TLMQbnJS8FK6iKUmtW57UDIh5QEmbkJ4w3lNtnzgtsv9vdI3H8y0uYXSvdJIF2yzymRomfBhu43Rrb3oJiywWR/QhVOefaHqdt27NgRH330Uer2DhnRyhONulWEVcamTZvQvn37ag8jhqqTM26T32qMI2YrgbG0K/CC5ll+Q4p+bANoE3uJ+yzFDsXaBvepdP3haj/SJgKiQNGxJB4bN66kJkRXna3f9NIqu9jKQsPxJiWlOuhWOBqh6AGFdH9o24sF1ClWCgZuQI/8bwPt27fHpk2brNlzSIi07r5a9mQIcApWldHU1ITddtvNqs0s5Miz4d6qwWDWqiFPJSsH8pll7ooHaJeZgmq7nNiQ6AMqR7bTuAPTuMLIuGTKmdFDtek94ALbNQ/umVyGoRHN+Yz3T4eiBbdjUuy2225oamqqeL8OOwacglVlNDU11aSClQrVfqqohGswDYiaYwpOxTFGId4wkz0DqPJXRfqWjaGkEiUdp65uWhXKKA9WMGaJGsUecy5MzkbQRYGMJwk0jNn298EvevBSKlnVgFOwqgynYDnkCZsuwkzKVZVVp5ay7LbVIasbTjRl+hmKwey6XyDV/ipIP97IZs82iaeJCsSOp6xWhX+LBah/oVWKUhYl0oaSlOH3ZFtOOa84tG/fHk1NTfBbyuZ2rQ1uFaFDnsjDRVhpZMriXuU/lIoSuxbwI241x0xSFyHr9pOsRqSuurTuKyYonY4lsQ2kv4eRGN4iOaavFHaz2GiN2G233VAsFt2Gzw65wBGsKiOrizDzPoQtOF6q4uTIBkGqFMliSC9LciSr8KIFadlCuZ0sfsoaLMaS2bRhZRVuEfDrfPiF5leMBXPEKVxQkMPNrhA521aBDaCD314Xh1UltPJVhI5gVRmbNm1qsQqW1YDoCqMlZQOWolK/MaptbxK0k1YjCTtlSPW7WgMkSZVVXaosBYHtQYqGjMj0t5rhISxLUtFKYKeddkJ9fb2Lw6oSXCZ3B3z/+99Ht27d4Hke3njjjbD8lVdewbHHHou+ffvii1/8In7+85+H5z799FN861vfQo8ePdDY2IjZs2eztvMgWC3IRb3jwWbG/hw+6KypHKJ7DpYP2L3yICcQbMoHQ3BEzEaiUdMfddXHYkpWwvtS8IGCD78O8OsAFIRzecw0MnUsFWr/l8jzvFQrCRcvXowBAwagsbER/fv3x8KFC3MaoUNLhiNYBvjGN76BefPm4cADD4yUX3zxxZg4cSL+9a9/4fnnn8ett94a/qHdeuutaNu2LZYsWYInn3wS3/ve97B+/fqY7W3btqFNmzYVuQ6HHRvsXGwSO2SYlT1v5b5mnlozxlcByEZcAnUrVL9a0CN9DaJNmzbYvn17ojaXXHIJRo8ejUWLFmH8+PEYNWpUTqNr5ahQkLspIZ46dSp69uyJ7t27Y/To0di2bRsA4PXXX8fxxx+Pgw8+GIcddhhGjx6NLVu2hO1eeukl9OnTB42NjRgyZEi4/ZIjWAY4/vjjccABB7DnPv74YwDAJ598gp122gl77bUXAGDWrFkYO3YsAOALX/gCjj/+ePzpT3+KtS8WiygUKv8xZPo9dr/lrRppvxuqPFi5zP+Z1CgbwVFIH1hvaDtUrup8oK5ZycqELJedYXWhb9iW219wa85uxkKhgGLR3A+6du1avPrqqzj//PMBAMOHD8fSpUuxbNmynEbokBUmhHjp0qW4+uqrMW/ePCxZsgSrV6/G1KlTAQDt2rXDXXfdhbfffhsLFizAhg0bcNtttwEAfN/HiBEjMHnyZCxatAinnXYaLrvsMgCOYGXC/fffj6uvvhpdu3ZFY2Mjbr75ZnTq1AkA8MEHH0QUr27duuGDDz6I2agWwWqRaA3ELscNonODatubVPaEty15kYXNtCgSsha4A4v1Por1zUHuxTa+2WfglC0jJCVYy5cvR+fOnVFf35xG0vM8dO3alf19d6g+TAnxww8/jLPOOgv77bcfPM/DmDFjMHPmTABAz549cfjhhwMA6urqcNRRR+G9994D0Bwq1LZtWwwaNAhAM5l79NFHsXXrVkewsuCWW27BLbfcgg8++ABvvvkmfvSjH+Gdd94Jz3viMnXJpOoIVgtAlQhRJiLDJBrNGxVd2CMQEqfGOmTBqlWr8O677yZq49GHjpb20FQjED3ciV6l9hs3boy8RLddAFNCbCqKfPLJJ7jvvvtwxhlnsO3at2+P9u3bY9WqVS6Te1p8+OGHmDNnDn7/+98DAA466CAcffTReOGFF9CrVy907doVy5Ytwz777AMAeP/993H66aeztj755BO34aiDg4NDSmT9/aSESYUuXbpgxYoV2LZtG+rr6+H7PpYvX46uXbtmGsMOibSBm6U2Xbp0iRRfe+21uO6662LVTQmxThTZunUrzjnnHJx88skYNmyY1r4jWCmx5557ol27dnj22Wdxwgkn4MMPP8Q//vEPjB8/HgDwzW9+E1OmTMFvf/tbLF26FM8++yzuueeemJ1CoYCdd945jN1yqEF4nj0VK8EPeaatbZjNnnNBDaSjyaSc1cD4HbIjy+9nQ0MDDjroIOP6++67L/r27YsZM2Zg5MiReOSRR9CtWzd069Yt9Rgc0mH58uXo0KFDeNy2bdtYHVNCHIgiAd5///1Ina1bt+Lss89GQ0MD7rzzTmm7pqYmNDU1oaGhwbkITTB27FgccMABWLFiBU466ST06NEDdXV1eOihh3DZZZehd+/eOP7443HFFVfgqKOOAgCMGzcOmzdvRo8ePXDKKadgypQp7I9AUv//Dg03GeYO9oEyR/dH6hxPNZABIEt+qixtC1vdH4JNpAnTuPfee3HvvfeisbERkyZNCoOhHRIi4yrCDh06RF4cwRIJMQApIR4+fDjmzJmDNWvWwPd93HPPPTj33HMBNK/2P/fcc7HXXnvh17/+dUSx6tevHz777DPMnTsXQPN348wzz0SbNm2cgmWCKVOmYMqUKbHyk046CfPnz2fb7Lrrrpg1a5bWdrUIlu9liF1RJE50qF2k2yw4ZYC7qp0PO2Q5gw3fZj4yG5D8PQXB8IVtpfGWbqTR325w02leq7TIsIlzlg2g2xTy/X1MQ7B69eqFF198MacROdjGvffei5EjR+Kmm25Chw4dMH36dADAd77zHQwdOhRDhw7FQQcdhOuvvx4DBw5EsVjEiSeeGK42nDVrFmbPno3DDz8cffv2BQAMHDgQU6ZMQaFQwIwZMzBmzBhs3rwZ+++/f0jmHMGqMurr67F161arNmts6nDICzY+aB3Z8f1YugUjkkXa2UDN7I4RbkNDjk1hRI5KpkvpmQJC6AVP77VyLyyjWPqQK+la2bp1K+rqKrfBtIOAtEp0wjYyQnzfffdFji+++GJcfPHFsXojRozAiBEjpPaPPfZYvPbaa7FyR7CqjN12281t01AFcA/3lenYPvGwCR2B0mVxN0sfkHRQ2e9XJMFnVhsp4fmCazDF987bjjLzEDMw1AzzbHnwfR+bNm3KtB+sQ3qkzSTSUrKPuBisKqMlE6wsv+stbk7wvNojRqofGZMAd5NEmQn2IYx8pobtIvmgLN3eyI92FVyR7G1NaqNYujdFDyh6oZKFonAuwQos4783ajPLQgt4mVyDlcDnn3+Obdu2tdj9YB1qG45gVRnt27fPtJP7Gz+/NNsAWvA3wJG0hN3TuY6Z+3T3NM0+hCZ2lbYUZeWT0UMb3w0r3y9NrGNIBiWvzIlYW8qjPoP6uvxjU4PfXqdgVQkZg9xrHc5FWGW0b9++xSpYAfyCB6+Ydn8VVPWPJVOw/46ABDFYKgVLal5C8MsuPYkdj9SziVohZ8K98bZ78nHJvr95cXmb6mCVsWnTJhQKBbRr167aQ9kxUaEYrGqhBesXrQNpdnKXoVrLxm2gxalRSZBSudLekwQmpd4k3Q9V2lWEaVI7ZM3IbuOHOs0TsljfQpyWqHqJ2asTjY2MQ6qUMfBtuPUy/J7U1yXbeDkLmpqa0L59+0SJRh0cTOEIVpWR1UVoG5mWr1f7N6oK28NoUa0fbqIosiqdSQxW2hxYaa6bU6U0ezeaqI8mAe6ZUpYgwQOKLBYtWBkoni+WXjI7JmSrwk8utR5zRdHU1OTir6qIVNvkpAyMrwaci7DKyMNF6BcsxG604P5zRUAcdMSjmk/EpkTTZLl/LTzZl8ZgquiZESpf+zAR/IiHn7RASOlYYq5Tqmj50feh7WBloSpOK/hb0lyX9P4o/ODhOEzIds4oVIGcuRWEVUbGrXJqHU7BqjJsughtworLMMvfgOmkSlHw4gSjZfwtxpD6Kc00Hi7rfcnpvpol0UxhOIUbUSRrunFpxx2cL/1tSf/GggB34tZL1H+Ca02kvslsZiBHdZpEosUcJ1OnYDnkCadgVRkdO3bEunXrcrFtRUmyEIQePkCbqj8tAXR/wkon1UzYXS5zlIkClqRvzp4swN4kyJ3EM0WyDwR2ZaqXxfsV2NYSGSHuKjImAV4RAPfQn2a8NoL5K/SIXvQ9+KWL9snFP3nC5NR2161b5/aBrSZaeZC7I1hVRkNDA1auXJlvJwXIYzkMUTNuvyqvOoxAJIy1kkBU4h5kV/8ZEiQpDNsmTUAai8Eyua9CFa4/G4lGmw1p7FASqLrHhFAFx/Tr7RWJG9EvmeYImIKclSspzpnaMFSsAjLkkavyfaBQ54d1vIRybdv6bYnqy7By5Up07tzZii2H5HCJRh1yRUNDA1avXg2/AqqOjadNO7mB7BERW/mO0oYCAEAe+a1suwfZa5ORkPB8yhWEqr5FFanAl8uuXUmSKvmDGyqy0fEkUupU4w1IGnX50WEkdAnKY7T0bUNY+A3xGJcgVaVkaFOwu8Jw1apVaGhosGrTwSGAI1hVRkNDA7Zu3Zqbm5BD1eOrSmghcYpVQWoFwuZKSkL6rTw1ymzIyg0D0SOmZMQnPDZzDyZyRxqAPq2L732xD9lTPUOojJOvph18SCazf/iexdmm6HvhKwtWrVrlFKxqws/wagFwBKvK2HXXXdG+fXusWrWq4n3XUrZra7YCcIHuLYTQae+DLUldZyeBgpXms5O5nPO4fiMktSv5oadfNZFYhcoUdSMy/dMAd0/Wn0bpSgM7f9fNgylYyMjeJqfcWE7BqjKE73aiFA2OYDmYonPnzvnHYalgw3WYRw6qPGKaWgDJ0qoSqmtgXISs+5OxU5G4BgMXYQSCimaiVrFdEgLj+T4834+Tl6BO0h9wsa5HikwD3DmbJmqfpI7HXIfy8y2YVDIEuVZT95+IuoIP3/dQl/OXcuXKlY5gOeQGR7BqAA0NDZkUrFT7ETITrE3Xoc3VRboYqUzxUzWGTNfCpaiAmXpVsXsoTvhFSXmEsJQHlThQXTE3m7gJKTFT1U+VJV80a/iELt0027AvSrzCcVvgMaoko6YkS5eywSa2b9+ONWvWOBdhNeFchA55IyvBEmEnkN2zZisX91+ORCBzwHvGvvWVFOcyBLhXbFWOgYLFjbdqbkMBRps2yyCbFBiyw+beom2TXm/JUGib+9tObFOIz8p4/+sEN2IaxSsNPvzwQ2zfvh2dOnWqSH8ODBzBcsgbnTt3xv/93/9ZtenrkhkmQR6/dwr3n/GSft0quNYGlXtQol5JwShY1pCDazdVnFHSIHfbkBGmUtwVq8gZuv+UcSh+uZ4yRUTSSSp0IyZsF3Tplz2+Qdb2QhXX269cuRJ77rmn2+jZITc4glUD6N69O9599918O7ESZ1X63+ZCNcsrtSKQEY4aI2LGilkK9UqKailYMiTpX6HIZcp3JfsuiscceSHnI5eiUb24erTcSB2j7WwgdPergt80ZQSRgHcL431q0B2p2y5ZsgQ9evTIPgiH1GjtexE6glUDaGxsxKJFiyrSl1WSRCYiHVFI4norT27VY0M1p4ipxpNxkYEuB1aisaQBS5qY+CsBqTMP5JxzLnYrOfceQ4pi7wUSJ02cqoPmUiOTle4hx0T18r3o9ZXImY1NoIMcWLZWFC5atAiNjY1WbDk4cHAEqwbQ2NiIZcuWYcuWLRXv2+pWFzZjtySoNOnJOx4rb9sm8VcARwKiBVaSjCorcmXqSZl7iuVilnRxTNLzYlWFmsWdL3duaIe4CbMGzcfaiV8GOgbx7zXrFzIgUhY3bs4rRYMjWA55wxGsGsD++++Ptm3b4r333qveIGzGbIHYypMU6Z7sVW7CKitUiecy2Zyl2B7HxA6fxsHOzTGW8i19FkqlSxKDFW9QOm1AvIzOy+qZtCupQfQ+0o2g2aYxIpWS9CieMvxQoaIn5ONi7QjxWfUlN2J9zisKHcGqAbggd4e8USgU0LNnz0xuQjFVQ82tJIzZLr2phb37krosLSCVKpaCEEr7MIm/suRGM16wwNXnvh9cXZOYLAVMMrnr4j5SJXJV1OUC2elxZNwGcViZYldCZYocJwS3QrBQIokIuRYAACAASURBVFL1koSkYdZ2y09EjmBVHy4Gy6EiyCMOy677L2ozz0D3eHlWt4VnZQuZrO7CXNyNlq4rhgT3XHVN0ZxWMgOS+qYkLyu5MQSXRiHyf6nfsGviRoykXRCPhfbicaYFIGknIrGBzFWZEQUhLivp8GyRrHXr1uGjjz5Cz549rdhzcODgCFaNIM9A95Bo5fFpxyaD/F1ybFZy1fkckJQsZRpTiram6hVfR1Mp7XXLZtMkClbCGZmP0/IjthJliE/59MwGupvCIlk0iQGzpQ54hWa2mTTQPVCs8lyLsGjRIjQ0NKB9+/b5deJghlbqHgQcwaoZVHMlYWKly4As+YXmOn5dQtt5wlLaBp8QAhmZsZK0NGVbdpJUxSdVAuJ9iwRWq5tFSZe8jOuLj8ny+DqKmCtdzqqIO1EyJCnopMHFXTGKlDJGLPbgE1WmbMKjbkOL/puAZAWB7sFKQiBbigbnHqwRuBgsh0rgi1/8It544w34OS8hVyKHQPfAHg14p4pXpvxFNpBRYRPJlDVXYEobSfo3mQt1qTeiBlMMWuo6LCkfujGa/MmE3zuVP7P8fyKOwBGy4B+iFNG4KeUx8z9dvciNI5NaJkNwLX65g9RB87IufC90HwZEiovLChSuLHjjjTdw8MEHZ7Lh4KCDI1g1gsMOOwwbNmzA+++/X+2hhIgFuleB/MhcjyZuwtTB5LUAk3EkXT3IoOZyfYmg5Fs8ZXiNUpVHFk9FYaJm1fI9lEFUAYjKRYP7eR8qwj8w7TOhQnEI9h6ss0zWdJg/fz769etX0T4d4nBB7g4Vwc4774wvfelLmD9/fmob3ErCPFcBSlWpWoaFoPDckXGIprmv+L5zir8Sy62schUOlO7A6LE2/kpCvESipsy/BYFLMKoUG+ROjmMZ3k1dIrL74JULI0H0Cdy0OviacXp1zScKBR++71lJPJoWvu/j1VdfdQSrFuBchA6VQr9+/TIRLBVooHueyUBlbj9jQiZz13leOhdUGlTTVWkCBVGs9ac7T/T6kHi2cnn5QHk9pmRS5yJUxTMh/l2W9uUbfoQKN57oBlStMgyPFfYSp5ZICY8kGLWZwd023n33XWzevBmHHnpotYfi0MrhCFYNoV+/fnj11Vcr2mdMjaoEAaOQuYKkT+Tq+hRs8lFV6oZquX4skKskbtFEOaJMkIb8powBUwZ4ByKVajiWVVdV7FQtE96oWiYyt1KRJP+VTwPbc0AQf8UFuP9t8O2p7c6fPx+HHXYYdtppp2wDdMgM5yJ0qBgCBauqge4EsjisFuEOtAWZolaDMF09aAKrn7FKrUwBk0URMVcbBBehbByMS5DWMUo9oSB+oQpFbcvivSTqVmQsnL3IeSG+yufOk+PUMP9jKXjN7sIg/qouIFSFfLbGCeDir2oIzkXoUCn07t0b69evx/Lly63Yq4QKVXOrA5OSIV1MViXGbTpmTcJUqXolm7hj40h2L9JOxla/l5xaxZEF6iLU/EDr0jJQSLMgGEwE3DY4bFtN7Je0TDeGnCYrT9xGR1ghWJBkbA9QhP2s7SIcwXKoFBzBqiHsvPPOOOSQQ6wFugeIBbxXww1IxqIlZJDUC8vL9VliYYkMxGzaVrMsuAWt9aFDFZ4atfmuglNJx8bETgX/G31XZA8OMoEsgWqU9Luau7tEVL18T7h2EmdViJbL4Pseu2WOrJ6NtAxlmy7AvabgFCyHSuLII4/Eyy+/XNE+dXFYytxBrQEBeUlKYtLcFg+5ELUkmdtTqVcSW7L2SVcQJglwNyVdiaCImWJXFCrqeMQeC2pD5dqlY5MRMkLYou5Dr3xMt7sK/96jMpzvQfpBKmPgACMCFW9Tft8m3J+wHH8VEK0s8VfvvvsuPvnkExfgXiNwMVgOFcWXv/xl/P3vf6/2MFjI1KequQlT5MaSIi254v5XnUsDzdiSkCtTVCT+Sqwim6iZtom2tlHAtI2UcCUAm2iUGwOZPEIyR8kY5wbUETZVe2SYuAxXVvh+We0qlDoKAtkLYT4stfswK5577jn0798fbdu2zbUfBwfAEayaw6BBg/DSSy/h008/tWIvz3xYaWHNTZimb91ckMYVx03UNsiVwSbVymsxnSxTKJSqflMTkPCAm/3V9k1SOVAlVpsDiwFHiGLtSXlkcR5HoJgxxMZCVSdDd2PEtOwemXxPYqsIhfgqACjluRLdhs35rkrFDHEK3H+VxNy5czFo0KCK9umggHMROlQSX/jCF9CpUye8+OKLqW1wcVgB5G5A/ny1kCTdgBIyV1Wtez0NiJ72GiqsQiVuR4hH+YDza6rb+wzhkRIKSkZk7i5ZPckYVCsHY/aoq08XmJ4ixix6T/2wnP/fL48NSJ6GIcOEVymS5fs+5s6di8GDB1ekPwcDOILlUEl4nodBgwbhmWeeqfZQACAWh2XLTairH/ave0I3jP1JBF2erLxho98ch677DKKVU9qk4M77TFuF0qVN0RDWi9oX69HM61II39uk+xpSxUtKRCXHpqsIrSchTTj5BWkZgjirwF1Y5/ko+l7oLhTTNjxz4m0pBtaMpUuXYvXq1Tj22GNT23BwSAJHsGoQgwYNwty5c6s9jJpFYnXLE17EjhbVJlsSaMduGtPEkCNdLJuy2wxtZeOR2i+9N43JoikaErkIFWqWcUoHGoNlStY4cG3Jwwv7cOIjfi2B249TtXxyDMY9WIje0GBbnGY3Ydk9WAi2yyE3XhUQnyZYXoa5c+fi6KOPxi677GLNpkM2uCB3h4pj0KBB+Oc//4lPPvkktQ3VvoSp0jXUAr+QEaSMKpY1d2RWGBI5I7WHuVcm15jnfTBaQagp164qNIGJ60+oJz1n8iNPSRVnSkWW0nweLLmT3eSENrNMbIq2QUoGm4SKwsVf1SAq5CJcvHgxBgwYgMbGRvTv3x8LFy5k602dOhU9e/ZE9+7dMXr0aGzbtg0AsGnTJpxyyinYe++9sffee8faeZ6Hww8/HH369EGfPn3ChWqOYNUgbMRhpYE2XUOhym5CG0ijYgXIQ81KmyKCA0OsrNgUkMg9mMCuad1oMLxBWxOVKoFiJU3sGRXHEpGpUFkS+xDrKdSysG2pHpuiQYekTxil+tINJ1QToHgtTJ36gnx7nCwI4q8cwdoxcckll2D06NFYtGgRxo8fj1GjRsXqLF26FFdffTXmzZuHJUuWYPXq1Zg6dSoAoE2bNhg/fjyefvppaR8vvPACFixYgAULFuC4444D4AhWTaLW4rA41IrqEyFlwmbQwfiSzhvGyEK2aFtDG2nvuTyNg4mklbw/1kzCXxotkTIlkyHhkDEe2QBKp/1ovQjh4kiOzL6JakYXnFCSlOWzEIPcRVWN5sCKuQ+D/wP3YPS47EYsuwUB6iYUsriH/0fTMtQrsrsHypaLv2p9qISLcO3atXj11Vdx/vnnAwCGDx+OpUuXYtmyZZF6Dz/8MM466yzst99+8DwPY8aMwcyZMwEAbdu2xZAhQ7DHHnskuj5HsGoUJ510Ep588klr9nRuworDRMUihEmslwRJ44ISExmRMHEvWi8PWDCrij3i+9R0autSOTulH1itEiUzSV1eSV1yElLlMQdcYtIY0VGRtGCo5G8l1qnwPzcJJY5byeEJqlqhM//zP/+DgQMHuvirWkNGF+HGjRsjry1btsS6WL58OTp37oz6+noAzQJG165d8cEHH0TqffDBBzjwwAPD427dusXqqDBo0CD07t0bl112WRje4whWjeL000/HggULsGLFitQ2VOkaKHTpGsrlwawhb+d78XJpjisLSOW28oSXypYNZCBWaZQ42j4GgbgqkZdCmVJRSxzgbmoL0LsSFbFUrIuQc+sR2zIE9qg70YQ0RfZEJFvXxB6uvPJ5kXDG1EOfuwgNFG5CGcnKyz0IAI899hiGDh1qzZ5DbaBLly7Yfffdw9fNN9/M1vNo2InEvy3Wk9Xh8P777+OVV17BCy+8gP/85z8YN24cAEewahZ77703BgwYgCeeeKLaQ6k4ZITJqoqVU5uqQDJO2+5RXZ2kapKMOKYet4QkKaH4TtHrUa46lChUtG5EzWJIFAtK1rhjhcqnhKpObI/BgPxF3YHN5z1hc+eom7AQJh1tPqZuwULB1+bCmjvkVoOL4dHU1IRnnnkGZ5xxRmobDjkho4K1fPlybNiwIXxNnDgx1kWXLl2wYsWKMGDd930sX74cXbt2jdTr2rVrxG34/vvvx+rIENTbdddd8b3vfc8FubcEnHHGGXj88cet2TNdTZhVxZKX80RJ6vrQQaifKfhaUTWrgpQGxn0yCpxoIxO0fZt3IIu/MnJZJXHZSe9FClemjvioXIqcwhWORWGT1GED2jWIt/Vjtrj9DBMjg69PtlLQ95tfthOP/vWvf0X37t3Ro0cPq3YdssPL8AKADh06RF7cFkj77rsv+vbtixkzZgAAHnnkEXTr1g3dunWL1Bs+fDjmzJmDNWvWwPd93HPPPTj33HO117B+/fpw55VisYhZs2ahb9++ABzBqmkMHToUf/vb37Bp06bUNpK4CWsaMhUrodph3d1WLaQZi8Q1aF29MkRqpUpBiJQ2NURFp1gZq2VcXJfMXUbaSYPgVYTP07SVjZmOEXG3onSLnDpynga5F5qNFoiqFeTAqiPB74E7MEw2WiiiCC98ZYFzDzrce++9uPfee9HY2IhJkyaFqwO/853v4LHHHgMAHHTQQbj++usxcOBAdO/eHfvuu29kteERRxyBY489FuvXr8cBBxyAb3/72wCAt99+G8cccwx69+6Nww47DOvWrcPkyZMBAJ6fxNHoUHH06tULkyZNwllnnZXaxqHj7wjfe0X+fwTHvun5YEYj9WnwMHvOZ+uGfcniSmg7ET74c4qvN5vxWjEZattngF+a0BMFWSts8W0MyZURAfHk54gNmUJJlU2+H66+uk+fqFkRBcuL25G15cYRUeMYW75Yn5J5j4yNa08XfTD3jiqCUmU6tBElQ3QMYp0YwaorHScgWJ7nh0lICyXCJHMPBtncKcEK4rAA4LkhtyAttm/fjv322w9/+tOfMHDgwNR2HOxi48aN2H333XHId29CXdt2idtv3/IZFv7qKmzYsAEdOnTIYYR24BSsGkfF3YSe6fnSG1o/hbKkHTOZiJPFAnlS5SaGhGNXKWKiq0Z2nrY3IleEPHA2+XbZPpC05CpaMWE/BuW0T6riUHIFMA8BuvvPKVG0LqcwcWWkXcRdZ/D9k5ErsY3RMnYxMF9I0SDGWKEQ1POjChkgfHkZ0zUk9b744ovwPA/HHHNMtYfiwMBlcneoKoYOHYonnngC27enX1FTc25C27FYoo0EZMXEnWQKHWHizieG5XnLdBypXaqFuOJjDEIkaT4qo/ZAef9BTgnTmRBJiCHBo6qYNN6JkjaR/Pn8Od0YIuOlSlTJVmbu43vyLXICN2CYA6tY2ipHFtzefJ6Wi+pVVjz22GP46le/irq6On1lBwfLcASrxjFgwAD4vo958+ZVeyj2gt1TIKmKxdZJGn/kITbRVwUGY7CiXDH96O6hsXpF2iSNv0pLhun+g9p2lIjJYq38+Pecq0dJtjJ9g6QskvKAtjcgYOzTPqNeRWxkmBlkXnmVslUEv01OFveg7/uYPXs2hg0bltqGQ87gVgeavloAHMGqcdTX1+Pss8/G73//e2s2U7sJs4BO3qYqlnLyJJOvyaQtIVnGk3glyZYhudOrKwmJpaxOlpWDNq4jS3spAdXYUrSLBcEH/9A2HBlj3Id0/LwixdeNjV1w9UmVYZmrRTROYrPKsVeCeuUDXizIvZyCIWLa91Asvdixa84nwUsvvYQPP/wQp512WmZbDjmilZIrwBGsFoERI0bgj3/8I5ul1hSVchNKVSw6UZhAYiPRRG+TEFWCZNlSzRQrBpMEtquQRr1SIUlcRXpFS1MuWywB4TynTol9++Q8Q8Zi7kOR7MS+75KxCP0pXeNC35E+RfIjksCCL53IglQKLBTl4erBusAdSILaC9FyIHu6ht///vf45je/iXbtkgdROzjYgCNYLQDHHnss9txzT/z5z3+2ZjOvYPdE0KlYBm0DqCYjVonJkLIg0k9mIkReCZApnsvAdgR5qVdi5mTdZ5eQGCrzX3FKklAec+2J55M8QZuOWXN72YztBiRT9qBjhFKqBUrIvICA0YSjljHvpJ+nbrt161b84Q9/wIgRIyyOyME2XJC7Q9XheR5GjBiR2U0oU7Fsq64mKpYJOYgESZu6RoK6poQlrctQGBMNbI6MQdUmJTnSuzMl7heFuyvNGIxtyOKOkm7ArKiX2j2oI3CcHaaNx5xnE4wCUYXL0KVIFbZI9Vimda5TgsD1R69JQpZMJjTdBs91Qo4r3/dQF+bAiqtXWfHUU0+hXbt2OP74463ZdMgBLgbLoRYwYsQIPPHEE/j4448r1mclVKygLSVHvmLRTyJXoTBByd1jcjuJFC3ZBEwJX0pCY0b6spOrLIHtrPpocL2mAd+Re0BdcZq+TN2D1BaX2y1mgznPBsnTPoU6MTe6gqBT9yO7J6MYwO6T62RuRsQGTTAqkKfI+UiHTFnQHX8qjLmiyKJeAcCMGTMwYsQIFApuinOoHty3r4Xg4IMPxqGHHopHHnnEmk1KmIrk2IZt6ZO4bvIU2ygnHC/i7ksVvB3Y0dTP0yWn6tuc5GUfXJ7Xl1S9isQkMaoQWxaSFcWFaAgVBfedFclKJP4qKOPULBOC7fHXw7YTFbLY35svV52kq33lsVc8Q/LK10cztpPjOpKSgaLo86sI06CpqQmPPvqocw+2ADgXoUPN4Pzzz8/NTciCUSYSq1gGrhu/kIAkUaLGwMR9JSVZhrFZecc/2SRW0qB2E/tVUq9k5VJXG+mPy38VGxdHfkR7DFHi7MROUZIU2BT64QiXdGcBcq4cjE6OxXbCWCL/m/ziiwlGUVbCPK/UGf1bkHyAKsIUBLfXF6K5r3wLROvRRx9Fz549cdhhh2Wy41ABOBehQ63g3HPPxbx58yI7fmeFTsXKkqJBunVHkkmXqlgqmKgWXB8JbXEB0DYIVyYbSV2DGesmhXXbnKoV+Vw8njQx42JdeSX7sqzvkRQKtB3TB1tGSZgiXxy7cECmdNH4qqCJHz2IkDaZ60/iThQJWHk7nOa6YeyVEHOVBM9/5WeJ6lNMnz7dqVcONQFHsFoQOnXqhNNPPx333XdfJjtZUzZYjcWipEtFbEyImkoFSzrJG7rcKOGiREmn0KQmVpotgEzjrkxi09g6KvXKUCFLol7J6sVjsjjmI4yLQ8JxqOKrpO0U31vWXoE/p0ocqlLBfKJMRepQ0PxXNHt7CtANnql6ZQNLlizB3//+d1x44YXWbDrkB+cidKgpjBkzBlOnTsXWrVut2eRULN+LK1Bp1CxZ4K6JeqR1z4AnNCbnuDpJ3YY6iDZpP77JfZDBgFiZkitlH3lBE3+VinRFFC0D92DwVuYepP1x5dx5XfwVMw5WafKILQGsuzE4V1KRqBuRQ+RvU3T9mZAoIcbK98vb5wQJRoNymbtPluMqq3r161//GmeeeSb222+/THYcKgTnInSoJZx88slo164dHnvssUx2rKpYETJmrmLF3IC6CVTsV+WKUcVQeeSVBIHdlIQrMwz6VRIrm0PWqVcGY5IRGC6QPQlEBUtFNqXuQQoVoWLqpom/Et+rYtlU7sNyP/ELMn7AoWQNiO05GGRvN5nkaEqGujCx6PYw6N1G1nYA2LJlC+6//36MGTPGij0Hh6xwBKuFoVAo4JJLLsHdd9+dUwfN/1HlKZWKRX7MTTZzpiRJGY9ioIKxthXQuvZEu5UiWYbEKs08FXf75UgeDRcySFUbozLx80H0vamqR49VrkDxDUNeTNyB0nxZHAkj55QEUaaCCQUxEkXVrKAe04dHUjeI6pUMsizwRd/LrF498sgj2GuvvTBo0KBMdhwqCKdgOdQaRo0aheeffx5vvfVWJjuiipXK/UefiomKZbJU3tQNKK2jUksS5MmiNoxdeKKqlRaU1IhuyazESkEsWHKlq0fsqdQrY9In+1w15VxwO7WZdvsdrXvQJ7/xMjJDbHB24wRIPka6vU5sXGTz5ojN8O9U40IV+yLpFmQ3lCNOBY8mHC0HvRdRVrVs4Ze//CXGjh0LrxrqskMquBgsh5rDPvvsg3POOQd33XVXPh1YULFCkkUSiSrbxkgX80MpsyNMvCpVRhV8LEMiksWRI+48GRd7rBmTflwJ2lpYhagei96QKpZOWdcPyuIVaR3WpgEx4so9WseLk74k8VexBwmf/I/o9z6m5HKEJTwXtInWEUkUTS6qQrBdjkdWDNLNnQOoNnf2fQ8vnjxJ26cKr7zyCl5//XUX3O5QU3AEq4Xi//2//4fp06djw4YN1mwmUbGkKRiMyBeiQfSqSTWlq5AlaYKt2GTuCS9uzFwbE8gUrpRP2cbEKol5U3JFjnXqlVnf6tNJFDBpcLvqfpTOhURIQ7SSpGcA4t9RHeFi1UGD+jE3I435orxHVLMkLhefqleFUkNCTmNtffPNnW3hrrvuwgUXXIDdd9/dql2HnOFchA61iCOPPBKHHXYYpk2blsmONNhdt+mzAnHSpVCPgjbMBJOmTtJJPouilTbuKQ1sEKsk49WRq0TQJSuVlMXtqMu0ua80BFrXb8R1LKkacSF68Yqq+Cs2uJ9eDyVOwTm6ehDknNiAu1ZVclEJwtirOn7vQQDSmCsR/zjlZn0lBVavXo1Zs2bhv//7vzPZcag8PN9P/WoJcASrBWPcuHG4/fbb8fnnn1uzaUPFUrYhE4fRiimSj4lrz20MzcI0+J2qW4o2NkkWtWuLxEkD9tMqaeLnRoiLMVlK2nXoCmROkdxXSYLoZW5ELtYpBkqohHJVCgipi1BGoIJ6jIuQvVbJ36aoZjX3J5DSgBjFFCmhjkdULQXEmCtuc2dbmDx5MoYMGYJDDjnEql0Hh6xwBKsF48wzz8Ruu+2GGTNmZLJjVcWixImoWKq6Jq5CZV/cOU5tSkKyTFQzwT4lRKq4Ilm9xKRKo8xIyZVJfUqeCurPXxfblUqF86Ll1oLbFdeprBf8xxEqoVx6n2TkCmAJVAQRckTIoahQSeLKfKZv0W7Yr+/Fk4tyIV4ke7tX8OGjTK5i/ZOOs6pXH3/8Me6++25MnDgxkx2HKsG5CB1qFYVCARMmTMCkSZOwfXu2bMhJVxQmCnwnJEupLijjThK0F/tVqTckAF6pGiUgPTICZUrAjJBGBQJY0pN6HBbayPrllCVunDS4nb0W3bGsrayeOC4VYRLOJ4q/IvUisV+cDZPVg6p2dYFrkKlD6pbTMpCumA7CPQeFvQeLvhe+suLuu+9G3759MXDgwMy2HCoPt4rQoaZx3nnnYcuWLZg9e7ZVu/LtcAzamNQlk4pfgHQSVCtb5GXarwGUJCstuUkD2pekbyPilsQlSIlM0oSiqkUFBv3Rct7F5sXKYm054uJrxqS4l76kDteHKmidJVw+/566D2P2Yoys9L9C3VWuFgwD2wPiFq0rkqnyXoSlWCxm9uPI1D9PvUnevwE+/fRTTJ482alXDjULR7BaONq0aYMrrrgCN998M/yMgX+m2d2TqFeJXIUKgiSLx5K64KgSJhKwBMSDdzGSsROCF6tjCh2RUpA6rXtREm9lI74rEQxIoKzcxDXIlnF/FpLrlqpMtI3sc6AKKo0J4whSWFA+r1WsvPhYaR/sZs7MuVhy0WAfQmZ1YDktQ6BiFdlAdt/3QtUqcB/WeXzdtJg2bRoOOOAAnHLKKfaMOlQWzkXoUOsYNWoUVqxYgb/+9a9W7cpULFVdo2ztClehSLJ8LzoJxUiWIvhdOpYMJEvaLmJD6I+SL4bsGR0roFWGFMRKqd6Q+6gLao98NoYZ22N9akBdhsq8VyrbHMmAcB0+U09DuoI6ShIoGadx/JUqLQnjIpRu7hzUF68rcPsJVb2wTulcnXxWC4hXXaHsEpTtRej72dWrrVu34pZbbsGECRNcYtEWDOcidKh57LLLLvjBD36Am2/OFjAK6FUsqjKlCXgP33uSc1x7okCV9zxUkyzluDxGBTPYbzAR4ZL0Hb5POTdkit1SIc+5Kul9k90fCWFSlfGxW/p+pe5BmXokscOqab7kwUBmy5d89zw/Tha5pKHh31Pg/ouPKSBeqlWCza5AhFvjFATiRQmVuPegTcycORNt27bF8OHDrdp1cLAJR7BaCcaOHYt//etfmDt3rlW7VMVS1VGRrvhms8wsolCXOPch5zaM2SpEX/Q814fJfoPixKt1z2VEqqB4U+WKIwFi/SRb4SRdMSixGRtD0vtKr092Ljjm6vvxPiOxVwLh0X3+XOxY8J5ufWOkwIk2PY5AMTZU9kukimZ5D8+hrGZ5nHQQ8LXSuULBR9H3pCsJXz4tm3q1bds23HjjjbjyyitRV1eXyZZDleFchA4tAXvssQfGjx+PCRMm5BeLlTDgnbr4YnUCN5Iy5oppyJZ50XaSeroVklrXoUVVK6aOKFQX68Qq1k6oyxFSi9B9RmJ5bMxe8/cm1cpB2Ri4MXmIufs8alP3nhIa5j279Y1kXMp0Jtw5r7mAJ1XB//HfitAVyGVuByIKV5hcVLFHoW31Kkiu7LbFaflwLkKHFoMf/vCHWLZsGR599FGrdk2C2E3UK+XWNsw5SrK4yYpTUIxJlmQC1gaJJ9hXL+aChPqYq6+EZmNobawVrS9bdSYoPaxypVKvqEokGaOWAOrUJ8SPTVyDsn5ZBYuLz4LwXvfdI581W1dyXmZfFSwvqlImf39BXqvYffS9SOb2oIyC2xqnKBjLql59+umnuO6663DjjTeivr4+ky0Hh7zhCFYrwq677oprrrkGV111FbZt25bJFlWxTALeTYmUqGyJSoRRPFZakkUm40hf3HkJOYr0YxCvSy2MuQAAIABJREFUJSKzCzHlxtC8rXiRagNtW0iiXkUbBu15Eqm1Qa9Fc6x0D0r65q5NuxpQQtDY77kux1vwXkKSPTHgPULCSHtxbIHbry7u7iuU0jKEAe5CHUq+ivAykysA+MUvfoEDDjjAxV61FjgXoUNLwsUXX4ytW7di+vTpmW0lDXhnoajDkaxYOx2hQrIylmRJzmttAXHSE/xvc2WTbTJHSUKCX4G4G86LnIv0a0DQjJWukLAY/LImuPVat6KCEIrff9n3VLWSlU2zQC9P5voLDSBClqLfb58dt2g3rlQhngNL7Jpkbg+Il1izLtwix+4s+NFHH2HSpEmYNGmSWznYitBa3YOAI1itDm3atMFPf/pTXHvttdi8ebNV26qA9zSB7pFzJB5LF9PExWiVy7xYWWzip2MSIZlUjeKhVCoTnRQoaeKOE0wkWlebgsDokohmQVLipbqOkIzrFCqQ9n7cZiJyJSvn3osTgMJtGNlHk/luwiuPO7CljKeK9BknVzLC5QmkikvF4IVKFdN3CXWlfFh1JLA9SNUw/7Qb5Y0NMWnSJBx99NE48cQTM9tycKgEHMFqhTj77LOx7777YsqUKZlt5eUqZIN8KcliVwyalsVJlrQNt9JQnLAlk7Kxy09Gnsg42WMGupiusi3yonZkgewSQhu5t8wWQzobnE1t/dLYUwe2c9evaRO5tyCiEjNOZeyVjNDKCBWtxwXBSwlU6Q2T04pNzRAkFOXyW3k+ZKsGTTK31zMuxSxYsWIF7rrrLkyaNMmqXYcqw/fTv1oAHMFqhSgUCpg0aRJuuukmrF+/Pvf+VK5C5fY5inY8AYue05fxShA7uXFjpuPRTJZahSQjuOBsJbHibOhWBzLELct1JAl2Z+tz4zMgc6buUSkUfbCfsx+vJyparAoVcGzOVSizBZSJkUCWpItEZKpXuPdgeaIqJxaNV6eZ22meLDFzOyVXr57+U2YAyXDddddh2LBh6Nu3b2ZbDrUDt4rQoUXiK1/5Co466ihcc801mW3pVCzuHJ3EI4HtpvFYIsnSqRCkjCUHOpLFqAHSLOZkPDJFiXuvImTcMW1jA7ogfxamqwWTjlFLuuIVVPfBJB4vkeKmIqsSgi/eX/a9JD2DinzFguB9ob1IjPxyaobId1eWmsEXPlahvifkwPJF1UwAzdxOYYNcvfLKK3jwwQfx059mt+XgUEk4gtVK4XkefvGLX2Dq1KlYsGBBZntWXIVce7adfEI1Xknlyc5LSBY3UWpyFNH67DHtizk2dvlxfRsqREnyWvGut2SsSRZzZayKaQg0e07xWVCVKDwmylJEaVLZ9wS+wRFtndvQJ/Ul4+a+gzqVj00YGvRJrhcAG1slkiuKQM0qeH6MVAVJRm2hWCxi7NixGDduHLp3727NrkONwGS1oOzVAuAIVitGr1698IMf/ABjx45FsWg3JoKDylVo7A4M33uRc5x9qSrGTEBakkXHoyCM0voMSbMKmdqUhlgxbUznxRhJSqtalV4q0iUNapf0K1OvlAQ2yf1UkLjYd9B0EhDrcWQN4ndfqBzkrvLL7yPnAxLI7kUY769MwvhAd6CUWJScLjBpGoq+Z0W9mjZtGtauXYsJEyZktuVQe/CK6V8tAY5gtXL8+Mc/xvLly/HAAw9ktpXZVUgJkkaNMiFZ1B7vGozb1q40JP2KfRkrWzICkvVYATZgnxubrD2nXBkGs6vuPWubG1dIuuJB7SZjoGWJXYOK+86SNFXsldiGxGHplVamHd0WJ+YiJOfBE7IYKRUC3kFjsoT/RQSB7QGpKvpeJO54wVd/EmuTFB999BEmTJiAyZMnY+edd85sz8Gh0nAEq5Vj1113xe23345x48bh448/zmwviavQOLt7MMko3I06l5EsFobWNVGydC7HYNyq62PHXQFiJR0Dc38AtXqUGwxIV5jvSnYPVOPlSJOGOEU+fyDuHhQgVUvFYy+qEkUUI9UqWWKTKk3SgHjVps5ALP5Kl5oh7E8YY0FUsYDIXoNB5nabC7x+9KMf4eijj8bQoUPtGHSoPTgXoUNLx/Dhw9GnTx8rAe9KpI3H4uqHk4RwUvWkL5YbkKxyXQ/KlYbEnqkrLhbkn/EvjbOfJK4KgJJUlOvE74fUpaa6z6ESlZzARdQrXyxXtZEoTKROInDkzkM8fku0rYu90o1FRu6Ddtx3THddzH7IfrgqUCRm0TIxvqogUbO43FevfS27evXKK69g+vTpuPPOO11S0VaMSq0iXLx4MQYMGIDGxkb0798fCxcuZOtNnToVPXv2RPfu3TF69OhwR5RNmzbhlFNOwd57742999471u6ll15Cnz590NjYiCFDhmDVqlUAHMHaIeB5Hn75y1/iN7/5Tb4B72KZFz8Xi6HinuDZ+l446QaEKyvJipWH5+MkSxlzpFG2uGPunAwcUZOSN4VyYxY0X4GJzOBziZSpiIiEAHFgXYMKVSvigmPIm1gvaexVhIwFzYQ4KoD/TDl1uJzXyovYjeS9CvoJ0zvEVxFScgUIqRnIbOajrF4FKRkCMmaDXAWB7Zdffjl69OiR2Z6DwyWXXILRo0dj0aJFGD9+PEaNGhWrs3TpUlx99dWYN28elixZgtWrV2Pq1KkAmhN4jx8/Hk8//XSsne/7GDFiBCZPnoxFixbhtNNOw2WXXQbAEawdBr169cIPf/hDXHLJJZn3KQTSxWNxT+KmJCva1j7JYlUt2k5hJ6k7jx7LXlx9ZZ8y4oFkapI0noohnRzx1AaSx/ork+iwPoXk2nwV2dKMIfb5xsYlvC9olCqPrxclPqSNYDuyktGnfftxGwXmfGjLI+Mj5MoXyFSBDAa8UhXuOVjgI4y5NA1p8Ktf/Qpr1qzBxIkTrdhzqGFUINHo2rVr8eqrr+L8888H0OzRWbp0KZYtWxap9/DDD+Oss87CfvvtB8/zMGbMGMycORMA0LZtWwwZMgR77LFHzP4rr7yCtm3bYtCgQQCaydyjjz6KrVu3OoK1I+Gaa67Bhg0bcNttt1mxlyYeS0eyQlSBZMXreOx75TxCyYZE6coEHZEQoCRUJu7AtEOU/P5FSJmCDLL1Jee48tjnyxArJbkqteFSMYRj5q6R1Iv8TYh/AwwRlbqYPb88jgKYzPHx+KtITFagXIlf54CEFcQy6iIEvBKZElMzBKAJRf99xg3Iivfeew8TJkzA1KlTscsuu2S251DbyOoi3LhxY+S1ZcuWWB/Lly9H586dUV9f39yn56Fr16744IMPIvU++OADHHjggeFxt27dYnU40Hbt27dH+/btsWrVKkewdiTsvPPO+O1vf4sbbrhB6oO2hoQB62yOH+7bmZZkedEyX5z8uAk5tFcmH9zGxvQ9HUPs2EBVkdahhI0BqyxRmO5xyPRrGo/FulNNoKsvu18UMvLDESd6PZTcBx8/ITZaRUs1Pii+MxryRMlXrF1staFXPkeVraBaiUiJ7sBgS5xCTM3yciFXxWIRF110Ec4//3wMGTIksz2H1o8uXbpg9913D18333wzW4/G8fkSBUysJ6uTxH69sQWHVoFjjjkGY8eOxciRI/HCCy+ErD4t3vj5pTh0/B3hsV9ALEeJX5rQIudKCoBYFrz3xQmwAKDIt21u48Hz/eY2xfKE6BWb/+fKwwkq6N9n7IqTqogw+DpwuXjl96RN5DooTEhCAmKiVtVEVkAmSykJM+/bBGwMVHgu3hmnQCrtieUG9zamcsXGhMjJmMoqeRCQ1vPj3zva3hPKPR+RPQL5JKMc+Sq7ALng9oiyFdinX1If4crCgmCvTtgKx/e9kIzZIFcAcPfdd2PZsmV4/PHHrdhzaAHwwT8MmbRDszrVoUOHsLht27axql26dMGKFSuwbds21NfXw/d9LF++HF27do3U69q1a8Rt+P7778fqcKDtmpqa0NTUhIaGBqdg7Yi44YYb0NTUhFtvvdWKPdFV6HtAMfhhlwW4B5MbF4dVOs9NQNL4FbJJtOl7VpWRqFlx5YYoWwbqVtIYKHpMXZlaW5xKZeIKlPStiqlK6vqL9SfUl6qeCnusy8+gLPL7TlUoWb/0PhBSHvaj+N6xpJ6pz8bi+YgQpfJ50S0oXBiT4wrhvoOBO9AruwjrymVh9UI8a7vve9birt59911MmDAB06ZNQ/v27a3YdKh9ZHURdujQIfLiCNa+++6Lvn37YsaMGQCARx55BN26dUO3bt0i9YYPH445c+ZgzZo18H0f99xzD84991ztNfTr1w+fffYZ5s6dCwC49957ceaZZ6JNmzbw/CQ6mEOrwUsvvYTBgwfjlVdewSGHHGLF5peuvCNyXNheeiMoWsEfRuShuXTe4+qJapiirLmNz5TJ6iYrp5AqU2H+pqjSpbITiY0hx4lA+2T2DRTVtWjbuDmjWDOuLncuViZetMSWyiZdKEDayMhgrB61L9YTCRMhSJSQS+MNDeyFDx2knl/wI+MK+wjt++TBxY+eB8qbOgtqmEeVK6/sDvQEO3VhmR8Oo66uGInDen3o9ciKYrGIE088EYcccgjuvvvuzPYcah8bN27E7rvvjmO++hPUt2mXuP22rZ/hH//f1diwYUNEwZLhnXfewciRI7Fu3Tp06NAB06dPx5e+9CV85zvfwdChQ8Nca7/5zW/ws5/9LPxO/upXv0KbNm0AAEcccQRWrVqFtWvXoqGhAYMHDw4TeL/44osYM2YMNm/ejP333x8zZszA/vvv7wjWjowrr7wSzzzzjBVXIaAgWECZRHFkRiRWXL00JEusm5VkefJ6UlciRULiZQQNoYp0b6hWKdvoSFgi0hUnWMr+OAVN7EdH6kQiItbjxiYQpBgho5o/pzoR8kXbRcYm9BFVbf04oQrqiAQsMl6fJ1cCUYuuHCwrVp7nR5KK1tVvj9T3EN0KBwDeHHYdbOCuu+7Cbbfdhtdffx277babFZsOtY2QYJ1+Q3qC9edrjAlWteBchDswrr/+emzatEkaGJgUb/4suqqwKMaAiJNP8NTPLjcX6pEyALEJK+aKkUzcnCqimrDFSU8bRE/74EADy02PZWWqtgJMXZJiXZ07MDEi98ljPyO2jfhSjLf5gCkjffieUK/8tmyvgDiBYuyE71WuZ2FciTK2A8SVx9Tx/LI7UEZiSy7ASFoG5j6y7sBSjJWIQiEfcvX2229j4sSJmDZtmiNXOyAqlWi0WnAEawdGu3bt8OCDD2LSpEl47rnnrNjUkiyZOyUDyYq9l0zgrLJAyZeCQEVsSggAJSmZiZesjPQn6z/eX3zcSVySMfuKe5DUXmR8TD0p4QoIu6Sclvm0Tul/5crC0jG3VY3sexISNt1kICNJ7N+JHzsvbnsjxmeF+bCAiDoVBtWTfQfFtAyi/SDvVZB+yBa52rx5M8455xx873vfw+DBg63YdHCoJTiCtYOjT58+uOWWW3Deeefhww8/tGJTRrJEtcmIZAn1I/WAyMQYI1wewG2xQ/vlyiOKWBLioFF5VAHqKkIkC9I2CeiOjCvB+GgbI6Ko6JNNIqoZD0uAQcoUZCv2uQmuNQ98WzZOKjj29feA3kNlDi1xXIrySB1m0+XmcfplEheQKhlpC8lVsHS3TLQKggswLCNSwcIzr2PHkAaXX345dtllF/z0pz+1ZtOhhcHP8GoBcATLAd/97ndxzDHHYOTIkSgW+SzNSaFUskrQkixKnErvwwlfq2p5/HuuX0k/oW2ZSkEnXU79EOvKgrOJPRMCplbGICUwUhVKUtfEfmISRm0nIFxlA9G+tX2A/23mMq/TsUldgECcwIjfRd13jboQuYztokIFMlZG0WKTjPpg0zJ4JXJG1SxAVK7srRYM8Mc//hEzZ87EzJkzwyBihx0PzkXo0OrheR7uu+8+vPnmm7jjjjv0DQxBSZZyexwRGpIljV1hVI9gH8PgfaiqFKK2zZKORsulLkRqh5uQZeqLzIaq3GNeAszdlVBfu/AycxUy8VYm83SCsUrvOyVIYB56ZfeR1hHfSwLOaV2WDDOKljRpKOPSo3ZDF2BBqMOQKwDNsVZ+uQ8uLQNQztjOwZZ69d577+Hiiy/GtGnTYkvlHRxaE1yiUQcAwB577IFZs2Zh8ODB+PKXv4yjjz46l37CZKKl/4HmOSKWiLSAcHUhe16YsKTlpXZRN0/zgef7kfJIfZkdRG1FJle/PPnRVAisqwiSMl0dX1IuVjEVGxgSIE3jYBnUHceNRyzXki1NH+HHmeIziIyVKE6x81CMVZbqQVComhOMIvYevofYfoNAWZUi76VpGUrf20JdXKkWM7YXvHLeK8/z8dZZ10ouKhk+//xznHPOObjgggtw1llnWbHp0IJR9Jtfadq1ADgFyyFE//79ccMNN+Ccc87B+vXrrdikKhagVrK4BKP0vGpfQ1m7WH1dIHxQ7pXLY26jBOqW0q0oKWPBqDuJFSpFHVaRUo1dolr5nqdUvbT9M7YjfUJC0qgNX1CvyPclrCe6GmVu4oBQc+SLjCv2nvYtEm8PkaD0ICg+HEtJdRJXDbIxWRHyFXcBiv1H3YHNAwpTMPjxuCtb5AoAJkyYgGKxiFtuucWaTYcWDBeD5bAj4dJLL8Whhx6KCy+8MLd4LCAhyQomaG6locxlk5FksW288iQoxkdF6lFyYEC0TMiYSd0YFIQqEstmSu5sgSNwijEYES4J+VG6boUyZTyY6IKTnVeRbZWLT/OeWzUYK4/EbZXfR3NelUwIaRmClYViWga67+DbX78GtvDII4/gvvvuwx/+8Ac247aDQ2uDI1gOERQKBTzwwAN46623cM019n5cM5EszaQU2U6ETnyl9rIgZXZ1GxlLaEM1iTLqCNefiYoUsWlKfDjSItojhEprh4xDpmyJihVVraRtDa9DNlbVvWH7kZAqth43HtG+IgZLR6YiKqzie6YcDwB2g+dgPCXiFChTEXLFpGXgVg4GsEmuXnvtNYwcORIzZsxAz549rdl1aNnwgHRB7tUeuCEcwXKIYc8998Rjjz2Gu+66C7NmzbJmlyNZAWQkS+sOZMojEzNZ1SVXDbxSW6+84tBLoFjRfpljrVJCJ30VKVOQKbHvRCqXSf2s0BEwg/r0fOw6S16xsL0A1j3LESWxjs9/trL6UgU09l5w/dFzUqJWVqjYB4gScQIQicmSpWUI6gZEK2hhk1ytXbsWQ4cOxcSJE8MtSRwcACBMrpbm1QLgCJYDiy9+8Yt48MEHMWrUKMyfP9+aXdnKwth75ulfmxNLYYPWiShl4XtPqCPPOK6MQ2JIDyUALPHiVC8OXF3SR1q3IWcviWLFkh0NEVReg4pwCZ9bLEEoR8IIuTZKxyDYFIP/I0RO8j0Mj2XnabZ29vsY3Wsw8tAQxGcJwfGymKxIWoYS6eLSMgSwSa4+//xzfOMb38Cxxx6LiRMnWrPr4NAS4AiWgxSnn346rr32WgwbNgyrV6+2ZjcNyYpMQExdlmTRCVNGuDhCEJ4jJEulXEgmZ9P2ujLTcuUYyDmlCzAHKAlYrLL+GqVkjNg1IWERkLirGEHj4rJo30JbjkDRdmw+LM52OAbNqkEgvHCv4LPkqkC2ynnHIrnyfR9jx47Fpk2bMG3aNHiKvTIddky4PFgOOzSuuOIKDB48GGeddRa2bNlize4bk34YOY7EURmQLDb+yiBoOF3OK0U+Jy8+Xs6NpSNaOtVLVTdmVyQv5Jyx0kXa63JaKVU9OhYGxooXuY6IjeDlRQu1JEwcQ/BiVhaGq/4U5Ey6CpGeo98b8X1dnFzJtsOhyUajalTZFRgcih8hDWh//WsTYBNTpkzBY489hj/96U/YZZddrNp2aCVwqwgddmR4noff/OY3KBaLuOSSS+Bb8H37vo/169fjXz8ZGz+nCnyHYsKSBLyz8VykbRI1S+o21MTxsKSGIxKyY1VdyaRPyRRLqCQ2YteaEbJrTxojJj2vaseMQ5mOgSnTxVmp4q7i/QnKU8T150tXDfom+a7EDaAF5ap8XjAhkC4AeOfrP8amTZvw+eefwwb+9re/4corr8ScOXPQpUsXKzYdHFoaHMFy0KJdu3aYM2cOnn76afzkJz/JZCsgV7vttht22mkn89WFBkvdpUqCbOITlSzqEiJtom5Hr1THixMRnbLDlKnIl1ZlYuwakykD2yaxVlysVtJ+TBW2GAGWXR9XzvQZc+syRJx+x7RxV9LvJ/FtSL6X4rFf8MskqoCQXInj8gqCMlUoGxBTMoj2qXK1aPjV8DwPe+65pxWS9e9//xvDhw/HlClTMGDAgEy2HFo3PN9P/WoJcATLwQidO3fGk08+icmTJ+Pee+9NZYOSqwAsyQo2iBYnOBOSZeAmFCfBWMA4id+KBcSH9qKTls6NyKtEavIl/q8iZUnVKQoauC5uKWRMkKS2eQIWK+dA2zC/VoGqKY1Pk8XFlepH3H4qV6BwPmJHcj4ea+VL64bvfS+qmnErBglZirwXbIarBgESc1XeXxAAFn3j6nI9CyRr2bJlOPXUUzFu3DiMHDkylQ2HHQjFDK8WAEewHIzxpS99CY8//jguv/xyzJ49O1FbGbkKECFZAbGoQ3xyFZSmGMmKPcVHCRqnRoT16EQlmcR0sUaUaMVWI9I2CvKlcnEp1ZuEhEoHlsxpXkYxXoz92PjFB1XaBzUkue6AaGlXEUpWFsYUKfp9UMXgeSBZ1nlbfiGasiH20BCckq0U1KRkiJSXIJKrsE4GkvWf//wHp5xyCr7+9a/jqquuStTWwaE1whEsh0QYOHAgHnzwQVxwwQV49tlnjdroyFWAN392aZxQyFQoLs5KnNwULr9IjJZuchTfa4gWdSNG0j4wZEZLvmiZSMpIecw2VaVUZEpCjqRkygQymwHREcplEBVEpUIHSO8Zja0SlUmxbixGj343qNIJ9THbXuqCjqpbMdc1W0+ekiHcQ1BYNVhWrpqrLf7mjyFDGpK1adMmfPWrX0Xv3r1x5513uhWDDkZwLkIHB4KhQ4fizjvvxLBhw/Daa68p65qSqwBvTpLHZNH3mV2GXvm9MrWDRtGgbkStwiUhX5zyxREwGWGK5adiIIunSgSFYpVEuWLtAfF7How9eEn64JSqiLuPI2GMC1H5+UvGL1+16se+m1ECJeSx8oQx0xWD4X6FZaVLTL3QLFeVVw1yKRkCqMhVeEkJSNbWrVvxjW98A+3bt8cDDzyAuro6ZX0HhxBuFaGDQxyjRo3C+PHjceqpp2Lp0qVsnaTkKkAmkuVJ6nBkCgAlS+J7qnSJyotufzqpq0lBvprbKYhTIT7TR2KmKDj1SUq8FIqVCaEyPG9KxJTKmaBGyUgi6xYE+QzFvhAtk95Peqwk4xJlCoh9b6MkzI/WK53U5bqCL0/JEKhaS87Wk6vQrAHJKhaLuOiii7BmzRrMmTPH7THo4CCgvtoDcGi5mDhxIlavXo2TTz4Zzz33HBoaGsJzaclVgIBkfWnCHWWbBcArxt+jgDDoUZx7w1VWRZQnPp9pL5wLJjpPqBdp50XnzeaOyDGpH7EnTHqR5JfhRUrKQoJImQTTN9MvLY+AjLliIMRGq3wZEqCYHZnixQXNc4QsaR0PxIUH/j0Zqy+2U/ThSR4QvLpm96Dn+dE6JSQhV6HNEsni/pZ938ell16KF154Ac8//zw6dOiQ2L7DDo602944F6FDa4fneZg8eTIGDhyIE088EWvWrAGQnVyJoGqWNGjdIOaqedASW9TNwylQqnN0AhfHI1NTqHIhqScqPzEwilDMpmhXRWIM1aqICkTr0BgrGkfFKVKSsUQ8AhxBUl0Xo1SJ18iplcr0DBCuwefrcMcyUigNavc9QPCw+XU+yXVFrrFk2JPVKQ363XN+hLTglCzf9zFu3DjMmTMHTz31FDp16pTavsOOC5fJ3cFBgUKhgKlTp6Jfv34hybJFrgIkdhlyREPlztNNkrJ2kok6Am6SldnhiBHn+pIRMRiSGPE8JUt5gwk2l5GvyHAYwibai9wTA7cgm4pBUhb7HMR7L54PiZevCZiPEqvI5yi6/gp+eSIp+OVxCe+9QrF5daDfvO1NoS4687x77lV499zsK/pEkrVlyxZMnDgRM2fOxP/+7//ioIMOymzfwaE1whEsh8yoq6vDb3/7Wxx++OE48cQTsXnzZmvkKoApyVIpUSrFiiVdTDvjY4lyEitj3UvRophiZHguYi+JckRVMZWiRRUrTVuTMUQC2RX1Y2RLPCeML1ZOSU3wOXDfB0qOA7ezz9gRVSnJeWmi0YJfJldeOag9PBbrMeVeXfyR3gaxEuF5HvbYYw9MnDgR06dPxzPPPIMePXpY7cNhB0PgIkzzagFwBMvBCurr6/HAAw/gsMMOwymnnBK6C23ChGSx7kNEJ+GiSnVSuAm1RIpTpqj6IU76oSIRb8tO+rQfE0IFph6jHnFusrwgJW6ANAwsch+5a5e5BIX6MrKlK+PId4w4iasB6efGuTApuaLv/UAJk5CoYFWhL2ZsL5+2Ta6a7fu46qqr8Ic//AHPPPMMGhsbrffhsGPBK6Z/tQQ4guVgDfX19ZgxYwZ69+6NQYMGYdWqVdb7eHPSpdK4LFGpEs+F70U1iyFPEcKjImESIiU7Lxsj6wLkiI5K/RHIA0uOGFXJKJhcQcKkapZKsVKNUejWtE2kLxUJZTthiDP9PjAKGEuoSRoEVhkjNst1BUWLuoiFdl6dL+wzGFXBwlWDQTs/P3J1xRVXYMaMGXj22Wdx8MEHW+/DwaG1wREsB6uor6/H7373O/Tv3x+DBg3CBx98kEs/MTWLTmY6ghScU5AuFdHiXE3ihCxVhTjyJSE+0nIJOaPnlISGEpmkJCwtGMVK2ydD+CLw1dccIYYiuPvDjYMj1LI+gvEI75vPk7grStTE/sO2HknHILwVkocGfbz3ravw3rfsk6tisYjvf//7+OMf/4hnn30WPXv2tN6Hww4K5yJ0cEiGurrCeM9lAAAgAElEQVQ63H///RgyZAgGDBiAN998M5d+QpIlIUXagHWJC1GrWDFqA43ZkpGomE1ZGdeeIw+ccgQo7crilmIwIWGiiiSoWzH1S6YoARD9grSdtA1R0rhxK8lWqZxLRBpx86m+F4iTLWVcFtTfQRB3oFfnlz8oomhR5EGsAGDLli0477zz8OSTT+K5555D9+7dc+nHYQeFn+HVAuDyYDnkgkKhgClTpqBTp0447rjj8Pjjj2PgwIHW+wnzZU28I3qigHJurAIi+bMAwcsi1gsmWJC6xfJkH/H9hxVJe58/z9WhJILm2IrZFOyG52g8AiFzsiXNnIpCiZet5dBSxUZVBkTVII48BlA8KsrIpEwBlJV5At+BF8/QHoGH8OZ5PmNDso8gQM6RFYORcZUGsHTExPigLaCpqQlf//rX8fHHH+P555/HPvvsk0s/Dg6tFU7B2sHx2Wef4cwzz0RjYyP69OmDU089FcuWLQMAXHTRRejVqxf69OmD448/HgsWLAjbjRw5EgcccAD69OmDPn36YNy4cTHbnufhmmuuwc0334xTTjkFjz32WG7X8ebN8QB4aRwVdfFQVyCiD0hShYKqN1wdoT/av1TpYlxhKjcadQvGzlP3mUz5YcC2KyCuWMmULcmYZX2Zxl+ZuASV53QKI5OeoVn5Iiv86GdIvwvURh1tL6pb5ZxXvi+c88Ey3aUjJuZGrtauXYtBgwahUCjgmWeeYcnVySefjMMPPxx9+vTBcccdF/4+3HTTTejVqxcKhQKeeOKJSBuT3w2HHQduL0KHVo/Ro0fjnXfewYIFC/C1r30No0ePBgCceeaZePPNN7FgwQKMHz8eZ599dqTdhAkTsGDBAixYsAC33HKL1P4ll1yC3/3udzjvvPMwderU3K5DSrJMY7PEunTCJYSEdbPpiJasnYxMcESIIzxifUTPqeKwKJlTBqlngcSNqIyrEtuW2qkC+cPr4ZQ7wUZMCTT4LGQxV7GVgpHPnipc0YShqPMjylVktWBBCGqnhA4A/PxUKwB47733MHDgQPTq1QuPP/44dtttN7beQw89hH//+99YsGABLr/8clx00UUAgCFDhuDPf/4zjj/+eLad6e+Gww6AVh6D5VyEOzjatWuH008/PTw+5phjMHnyZADNmzqL5e+//z6KxSIKheS8/Otf/zo6duyIYcOGYc2aNZg4cSI8upGxBQQkS+oyFN1u1G0obr0jcfvJXHxK16F4uxjXoNg2snpM4haMiRnUZcj89siC/I1jGYiaxtpKYI5COj6x2EeUBMpsKc5LXYAG7sKQBAmfr19Xft9MzphVhdy2OaUPMvJ5xwg2fzeXnp8fuVqwYAFOPfVUnHvuubj99tuVf+t77LFH+H7Dhg1h3aOPPjq38Tk4tCQ4Bcshgl/84hc444wzYuV33nknTj/99MgP7u23347DDz8cX/va1yLuQxlOOOEEPPvss/jlL3+J7373u9i6davVsYvg1Cy/Tq1gKQPbqauHcR+J9qSr+KjyAWGCl7itVKsLWZch56qTQebyE91sCvejkV3OjShT4ei1FJjr4eoYuAR1AerUVgiaIBR8HWWG9pgrUUGuAlckEGGsS8+fmCu5+stf/oITTjgBP/zhD3HHHXcYPUhdcMEF6NKlC3784x9j+vTpRv0k/d1waMXw0fzgm/TVMgQsp2A5lHHTTTdh8eLFuOeeeyLlM2bMwEMPPYS///3vYdmNN96IhoYGFAoFzJkzB6eddhoWL14sdScE6N27N/7xj39g2LBh+MpXvoKHH34Ye++9dy7XI1OzqGLFBsEXwatMVJ3yosWiDU7BigTXI1ovbqhcxqUmkJ6jNqndDMJhjJDkYFMWcC+tT6E4rwxsFxTAMjmlAeiksVBHG8wenBCVxnpynlkhCB9YdsEE2SVlhu/7uO2223Ddddfh17/+Nc477zzjtr/73e8AANOnT8e4cePw5z//WVk/7e+GQ+tE2ngqF4Pl0KJw6623Yvbs2fjLX/6CXXbZJSyfNWsWrr/+ejz11FPYd999w/L9998/fMI966yz0KFDB7zzzjtGfR144IF4/vnnsffee+Ooo47Cv//9b7sXQ8DGZsFAzWIUKgBRdSY4D2byVqhSdBxcYDyXKiCE6hynHhESwY2JU5Yi54TrlMVsyZQvGlxvpIqJtoU4rNj4RfssASr3GQFz/2KLD3yvXMZ9PuQeRu3LVwfSTZzjsVbNxpZdMCFXcvXZZ5/hwgsvxOTJkzF37txE5ErEhRdeiGeeeQbr1q1T1svyu+Hg0NLgCJYDbr/9dsycORNPPfVUJK7ioYcewo9//GM8/fTT6Nq1a6TNihUrwvf/+Mc/sG7dukT7ku2666546KGH8F//9V/48pe/jEcffTT7hSjw5s2XYuFN/FY7HNGSrVKLBWQTokNddzFCQvtRuLQi8ORtOGLDgbrbYmSiGpCRM9kvE1OfQkreKGEL6kvuG92qhttfkAazR7a4EdVKL9qmPCYmiL2EPIkVAKxcuRInnHACFi9ejJdffhlHHnmkcduNGzdi5cqV4fGcOXPQsWNH7LXXXsp2WX83HFoZfCBdkHu1B24Gz/dbiNbmkAtWrFiBLl264KCDDkL79u0BAG3btsVLL72ENm3aoFOnTujYsWNY/29/+xs6duyIk046CWvWrEFdXR123nln3HTTTRg8eHCqMcyePRsXXnghrrzySvzoRz/KJfhdxCFX3cGf8ABve/k9gDBHVliFHtO/Hu6viSmTefVkAezSHxTVeZ3rkBIKXVuJ+iWrwxI9L14vVl/4P1bG1ZeRSlFlo20JKQ7LGRddGMgujoMSq8AmUP4Q68j5euHL40HY/iZab9mFV8YHbBkvv/wyzjzzTHzlK1/BPffcg3bt2iVqv3z5cgwfPhybN29GoVDAPvvsg1tvvRV9+vTBzTffjClTpuA///kP2rdvj3bt2uFf//oX9tlnH6u/Gw4tFxs3bsTuu++OE3tfifq6tonbb9u+Bf/72s+wYcMGdOjQIYcR2oEjWA41gddeew3Dhg1D//79MW3atIrEZESIljDJxRJ3MhuLUiIUxnDJ7EgIG7xSvA4zvjDLOIGvOUe7lJ2PVdQ1Ztydqjo6gsURKgpaJ0KYuL5k/XNuwsBmAeEHGiVbzPgJAaPpHMI6MtLm+eWAdvFL5FWGWAHNMZVjxozBDTfcgEsvvTT3BxoHB4odhWA5F6FDTaB37954+eWX8eGHH+LII4/MPS4LABbeZOY2lK38U8Vwycpori1AIA1cPBAX21NqE8ZExU831wlejIuShRd/GcdUFeIvGj8FYkuFmD1u/D7TFwVx4YbpNRTu1tjnHRxH8lYxbUluq3hSUj+eiqGESpCrTz/9FBdffDF+8IMf4OGHH8Zll13myJVDdZFmBWHwagFwBMuhZrDPPvvgqaeewre+9S0ce+yxuOeee1AJgXXhTZdi4Y0JiBYTSwVEyUeEfNXxtpQEjJI1kSRx8VniORnZAFjSEwuErwQkpEtJBGl9WfyVJLYs1i4kW748ZkvyOUTKgoD1MOaKpHUQ4qwiX2ffw7KRV2LZyPzJ1cKFC9G/f3+89dZbYa4rB4dqo1KZ3BcvXowBAwagsbER/fv3x8KFC9l6U6dORc+ePdG9e3eMHj0a27ZtC8898cQTOPjgg9GjRw8MHz4cmzZtKl+H54W7GvTp0ydcce8IlkNNoa6uDtdeey2eeOIJ3HDDDTjnnHOwYcOGivTNkSygNCnXkWNGwZKuSGPKTALelcHcIkmSkC5Z5nQVpCqUhzgREutJ+pLaMxyDljCK7SSxVjyR9WO5q8L65D4FQevRz8yPB8EXEN/6hglg931g2X+Nx7L/Gq+/qIzwfR/3338/+vfvj2HDhmHu3Lno0qVL7v06ONQSLrnkEowePRqLFi3C+PHjMWrUqFidpUuX4uqrr8a8efOwZMkSrF69Otx5ZNOmTRg1ahQeffRRLFmyBA0NDbjxxhsj7V944YVwh4LjjjsOgCNYDjWKwYMHY8GCBdi4cSOOOOIIvPzyyxXpd+GNjJoVuPLqEIvLiU3enKuPU2ZkbkGFiqNdZUdIUKy9EHPEkSSdMmQLMtKlXD2IeH2pS1BiS6ZsSVNAmCQYBWJKVywFAxCqW+9fNB7vX5Q/sQKaN2v+9re/jQkTJmD27Nm48cYbUV/vUh861BAqsFXO2rVr8eqrr+L8888HAPz/7d17UFT3/f/x54IRE4FEGzGAi4TAyteogFrbkjSCl2gcpFrqNG10xMgAXmK+NQGj8zNGDUYL1WjVSOt1vumQtNam2JqKmsFcrEbUTGLiNVwEQcHERNAIwp7fH8hxL2dhWXEv8H7MnBH2fPaznyUTeO378zmfk5SURElJiXrP3RY7d+5k8uTJ9O3bF51OR3p6Onl5eUDzJrzDhw8nMjISgNmzZ6vnWiMBS7itgIAA9uzZQ2pqKnFxcaxZswaj0TmT75pBq4XWFJ7pH17LKTjuPN5qVctWW1vTgpbByFZYsyNAWWptvZXWVF17qlq2mG3CqlEJsxqj5XvS+rk6GLbM1k5pBTqNtVqKt2Lz/ZXNdF6wguZb3gwfPpyqqio+++wznn76aae9thB2u8uAde3aNbOjvr7e6iXKy8sJCgpSP1zodDpCQkK4cOGCWbsLFy7Qv39/9fvQ0FC1jda5ixcvmv09iouLIyoqivnz53P9+nVAApZwc15eXixYsIB9+/axdu1axo4da/XJ4176Kut3fPV6G0HLbDpJqxKCVYVEDQY2KmJtBgo7KlyaAaKttlqLvDuIZiDTCmVaWqpvJs9p6zWsz2lM62HjZ6XotCuJWvtWaVWsbiubmUnZTOcFq1u3brF8+XJiY2N57rnnKCgoIDAw0GmvL4Qz6fV6HnzwQfV44403NNtZXsxha22vaTvLNq1dEFJWVkZRURGHDh2ipqaGjIwMQG6VIzxEbGwsn3/+ORkZGQwePJjf//73pKWlOXTjaUe0hKyB/896Dy1Fh7rnkeUtd1oeM52eM20HmIeK2zektuyj+QGN19XZPq/Zhzoo2r4SxzQQWlZvtPrTatvaczTYU12zu23LwnIbYVS7T401U1obgbYEqtt9q7fGuf2CZSkZbQyu433xxRckJydTX1/Phx9+2K6NQ4VwiXZO95k9j+bqlOk2DT4+1ls+6PV6KioqaGxspFu3biiKQnl5udXm2SEhIWYf3svKytQ2ISEhfPDBB+q50tJSs7sStLTr2bMns2fPJjU1FZAKlvAg/v7+5ObmsmvXLt544w2efvppysrKnDqGr17/nXposTUdZavSpVXtau2crasMAdtXCGq1A5tTce2dTmyLZpXMxlRjW33Yc8scm5W72xVDq/2tvBTNdVPNFUbLahXa9wukOWSVpWQ4PVzdunWL119/nZ/85CeMGzeOY8eOSbgSnuEut2nw9/c3O7QCVkBAADExMbz99tsA/P3vfyc0NJTQ0FCzdklJSfzjH//g8uXLKIrCpk2bePbZZwEYP348R48e5fTp0wBs3LhRPXf16lVu3LjR/HaMRt59911iYmIAqWAJDzR27FhOnjzJyy+/zODBg8nOziY1NdXpe/q0hKz/WaxR1TKtYJn+PW553EalynKTU5v93O7LsjpjtUkqJq+jM//etG1ri9htBZa2qlrtXhivsYbMVt86BYxaG4GaPt80hGmttbL6gaJueWHV1rQPRWeyoVbzP6Wpzq9YAZw8eZLp06dz8+ZNDh48yI9//GOXjEMId5abm0tycjIrVqzA39+fHTt2AJCSkkJiYiKJiYmEhYWxdOlSnnjiCYxGI6NGjVKvNvTz82Pz5s1MmjSJxsZGBg8erPZx+vRp0tLS0Ol0NDY2MnToUNauXQsgO7kLz7Z3715SUlKIjIwkNzeXsLAwl41FK2gBZn/ctUKNZihSG1n3YdqXPdNxVu3aMYVndyizDEcWocyRaUPNW+G01qfl7WssvlYsg5Lp7u1a/XopVn3c+VpxWagCaGhoIDs7m6ysLF588UWWLFnS7tvdCOEqLTu5jzHMd3gn9/1nV7v9Tu5SwRIebdy4cZw8eZLMzEwGDRrEggULyMzM5P7773f6WE4tvzNtaCtsaa3BspzuUs9pXT1o8nFI81YuGmGttcXu7b1pqtlC/bZCm4P92tOnYqMCZboWqrUKltW6qtu3HlJs3B/QVGnay7ZPOsG+fft44YUX6N69O4WFhYwYMcKl4xHCYXe5BsvdSQVLdBqffvopc+bM4ZtvvmHdunUkJCS4ekjNQauN6TPNexZqncO6aqM1y6VVLdJqZ9bWgSlAe6tettjbv9VVkxYVKLU/jcBpWgXTut9gS/9W/Vm8Xmm6a0MVNC/onT9/PgUFBSxbtow5c+bIvlbCI6kVrIjfOV7BOrdGKlhCOMuIESM4fPgwmzdvZvr06cTGxrJ27VqXThuaVbVebb2qBYCu9eqW5Q2ZNafe7Lya0K4pSmewse1E6xUsi0qTVkBsZY2WPYv3S2e5PlQB1NfXs3r1arKyskhKSuLMmTM88sgjrh6WEHfPaL2Zr93P8wASsESn4u3tTVpaGklJSSxatIhBgwaRmZnJggULXDJtaOrUsjthK3KJRthq56J3yzAGGls3tDRt5feRzSlEJ1WoWu1Do7pkc5f61sKW5XoqzRdrXrxeOts9ghVAQUEBL7zwAj169OA///kPTz75pKuHJETHkSlCITxXy7RhdXU1y5YtY+rUqXh7t3H5mZOpYctWADB9vJXpRJXW/9FtBRx7n0PHBqyWANV2W5OAZXpfSM2pQ401Vhb9Woa00jkvabyo63zxxRcsWrSIjz76iOXLlzNr1iyZDhSdhjpFGPai41OExWvdfopQApbo9JqamsjLy2Px4sX4+vqyYsUKEhISnL6tgz0iX7Nd2TJl7xou0/ZWU4EddZWfree11b9JG62gZLPqpHnFH21WuUyfVzLXvQJVi9LSUl599VX+9re/kZaWxqJFiwgICHD1sIToUHcC1jy6eTkQsIz17C9e5/YBSz4SiU7P29ubqVOnMmXKFHJzc5k5cyYGg4FVq1bxxBNPuHp4Zk6/Zr6BqWbgsqB1tZzWdgpW647sXL91r5hNTbYVjiyf16IdGdldQxVATU0NWVlZ5ObmMmXKFE6dOmW1EaIQnU4nnyKUgCW6DB8fH+bNm8eMGTP4wx/+wPjx44mPj2fFihUMGjTI1cPTZBW4lrYduKCVRdxt/V6yVXWyt5Jko027Nx21d+rQ1ssqUDzPfQNVi7q6OlavXk1OTg4jR47kyJEjDBkyxNXDEkJ0AJkiFF1WdXU1WVlZ/OlPf2LSpEm88sorREVFuXpY7TJgmUXguttpPe5Uv+5VwLJ1Y+Q2pxZbeY3iF+fbOOmevv/+ezZu3MiaNWuIiIhg5cqV/PznP3f1sIRwCnWKsP9cx6cIy9a7/RShBCzR5ZWVlZGdnc3WrVuJj49n4cKFHn+11oDlNraEaM9aq3as0WrXInV7FvO3sjar+H89K0yZunz5Mm+++SYbN24kKiqKhQsXMn78eLdcDyjEvaIGrJDZjgesCxslYAnhKbrCHz/D6/Ytord83NkB6+uXPDdEaSktLSU7O5tt27Z1mhAvhKMkYAnRRZlO3wQHB/PKK6+QlJTU5S6TN6y4E8buOmAB6BTOZ3Su4NSWL7/8klWrVvHXv/6VyZMne+Q0tBAdTQ1Y+lmOB6zytyRgCeGpfvjhB7Zu3Up2djZGo5FZs2aRkpJCnz59XD00t/Ltt9/Su3dvVw/DbTQ1NbF7927++Mc/8sknnzB9+nQyMjIIDw939dCEcAtqwApOdzxgXdzk9gHLjhtGCNE13X///cyZM4evv/6adevWceDAAfR6PdOnT+fIkSPIZxNhqrq6mpUrVxIWFsa8efMYM2YM5eXl5ObmSrgSoguSgCVEG7y9vZk0aRL79+/n+PHj+Pn5MXbsWGJiYti0aRO1tbWuHqJwEUVRKCws5Nlnn0Wv17Nv3z7WrFlDcXExCxculGqnEK1p2QfLkcMDSMASoh0GDhzI+vXrqaysZO7cuWzevJmgoCCSk5PZt28fTU1Nrh6icILi4mKWL19OZGQkv/rVr9Dr9Zw8eZIDBw7wy1/+ssut1xPCIQoOBixXD9w+ErCEcICvry8pKSkUFRVRWFhIr169mDZtGnq9nvnz53P8+HGZQuxkampq2LBhA7GxsURGRnL06FGWLVtGRUUF2dnZREREuHqIQgg3IgFLiLs0bNgw1qxZQ0VFBdu3b+fKlSs89dRTDBw4kKysLEpKSlw9ROGgGzdu8M4775CQkEBwcDB5eXlMmzaNyspK8vPz+fWvf02PHj1cPUwhPFMnnyKUqwiFuAeuX79Ofn4+f/nLXygoKCAqKorExEQSExMZMmRIp9pbq7NdRVhTU8OePXvIz89n79699OvXj6lTp/Lb3/6WsLAwVw9PCI+nXkUYkEI3r+7tfn6jsYH91Zvd/ipCCVhC3GM1NTX8+9//Zvfu3ezdu5cf/ehHTJw4kcTEREaOHImPT/svU3Ynnh6wFEXhzJkz5Ofnk5+fz+HDh4mJiVH/G0VFRXWqQCyEq0nAEkJ0uJs3b1JYWKj+Mb927Rrjxo1jwoQJxMfHExoa6uohtpsnBqy6ujo++eQTCgoK2L17N+Xl5YwePZrExEQSEhIICgpy9RCF6LTUgNVnpuMBq2aLBCwhhDZFUfjss8/Iz8+noKCATz/9lH79+hEXF6ce/fv3d/Uw2+QJAaslUBUWFlJYWEhRURF6vZ5Ro0YxceJExowZQ8+ePV09TCG6BDVgPfy84wHrylYJWEII+9TV1XHo0CE1BBw9elQNXCNHjmTEiBEMGDAAb29vVw/VjDsGrMuXL3Ps2DE++ugjs0DVElxHjhzpEeFViM5IApYQwqVMA9fBgwc5ceIEXl5eREdHM3ToUIYNG8awYcOIjIx06b5Lrg5Yly5d4tixY2bHxYsXMRgMxMbGqoHKE6dfheiM1IDVe4bjAevbbRKwhBAdo7GxkTNnzpgFiRMnTqAoCtHR0QwZMoQBAwZgMBgwGAyEhoZy33333fNxOSNgKYpCdXU1Z8+eVY9Tp05x7NgxqqqqMBgMauAcNmwYMTExbv2LV4iurCVgje413eGAdeDqDglYQoh7p6mpSQ1dX375pRo+zp8/T1NTE48++qgauCIiIujXrx+BgYEEBgbSt2/fDql8dUTAUhSF7777jqqqKqqqqqisrKS4uNgsUF27dg29Xq++nwEDBjB06FCio6Px8/O76/chhHCOrhKw5H4OQngwb29vBg4cyMCBA80eb2pqory83Cyg5OfnU1lZSVVVFTU1Neh0OgICAggMDCQoKIjAwED69OmDn58ffn5++Pr6av7bvXt3vLy88PLywtvbm++++45bt25hNBoxGo00NjZy/fp1amtrqaur0/z36tWraphqOW7evEnPnj3VABgWFsbjjz/O5MmTMRgMhIeH88ADD7joJy2E6HCKAkYHajweUheSCpYQXVBDQwOXL182CziVlZVcuXKF2tpaszBk+bU991vs2bOnzaDm5+fHQw89pAYp04AnlSghOj+1gvXgNLrpHKhgKQ0c+P7/pIIlhHA/3bt3R6/Xo9fr2/1cRVHUalXL4e3trVa1dDqdbMwphOjyJGAJIdpFp9Ph7e3tdttFCCE8jNEIOmP7n6c48BwXkIAlhBBCCOdTFKDzrsHycvUAhBBCCCE6G6lgCSGEEMLpFKMRxYEpQkWmCIUQQgghbJApQiGEEEII0R5SwRJCCCGE8xkV0HXeCpYELCGEEEI4n6IAjmzT4BkBS6YIhRCabt68yaRJkzAYDERHRzN+/HhKS0sBiI2NJTo6mujoaAYNGoROp+Pzzz8H4MaNG/zmN78hPDwcg8HArl27XPguhBDCNaSCJYSwKTU1lWeeeQadTsf69etJTU2loKCAQ4cOqW127tzJ0qVLGTJkCAA5OTn4+Phw/vx5SkpK+NnPfkZ8fDy9evVy1dsQQrghxaigODBF6Cl3+JMKlhBCU48ePZgwYYJ625uf/vSnFBcXW7XbunUrM2fOVL9/9913mTNnDgCPPvooTz31FP/85z+dM2ghhOdQjI4f7XDu3DliY2MxGAyMGDGCr776SrPdli1biIiI4LHHHiM1NZXGxkb13L/+9S8iIyMJDw8nKSmJuro69dyRI0eIjo7GYDAwevRoqqqqAAlYQgg7rVu3jokTJ5o9dvHiRQoLC5k6dar62IULF+jfv7/6fWhoKBcuXHDaOIUQwlRaWhqpqamcPXuWzMxMsw+ELUpKSli8eDEff/wx58+f59KlS2zZsgWAuro6Zs6cyXvvvcf58+cJDAwkKysLaK6mPffcc7z55pucPXuWZ555hvnz5wMSsIQQdlixYgXnzp1Tf6m02L59OwkJCTz88MNmj5ve7NlTyvlCCOdSjIrDh72qq6s5fvy4+iEwKSmJkpISdT1pi507dzJ58mT69u2LTqcjPT2dvLw8AN5//32GDx9OZGQkALNnz1bPFRUV4ePjQ1xcHNAc5t577z1u3bolAUsI0bqcnBx27drF+++/zwMPPKA+rigK27Zts/o0GBISYvbLq6ysjJCQEGcNVwjhIRqVehqNDhxKPQDXrl0zO+rr661eo7y8nKCgILp1a15yrtPpCAkJsaqqt1Z51zp38eJFjEaj1Tk/Pz/8/PyoqqqSRe5CCNtWr15NXl4e+/fv56GHHjI7d/DgQRoaGhg7dqzZ41OmTGHDhg1s376dkpISDh48yKZNm5w5bCGEG+vevTuPPPIIH1/a43Afvr6+6PV6s8eWLFnCa6+9ZtXWtKIOtqvqrVXeLfuwp38JWEIITRUVFbz00kuEhYURHx8PgI+PD0eOHAGaF4TOmDEDLy/zQnhGRgbPP/884eHheHl5sWHDBn3pGXkAAAFWSURBVHr37u308Qsh3FOPHj0oKSmhoaHB4T4URbEKNj4+Plbt9Ho9FRUVNDY20q1bNxRFoby83Kqq3lrlPSQkhA8++EA9V1paSnBwMF5eXlbPq62tpba2lsDAQHSKLJAQQgghRCcVFxdHcnIyycnJ7Ny5k5ycHA4fPmzWpri4mCeffJITJ04QEBDAL37xCyZMmEB6ejq1tbU89thjfPjhh0RGRjJ37lx8fX1ZuXIlRqORiIgItmzZQlxcHDk5ORQVFfHOO+9IwBJCCCFE53XmzBmSk5P55ptv8Pf3Z8eOHTz++OOkpKSQmJhIYmIiAH/+859ZtWoVRqORUaNG8dZbb3HfffcBkJ+fT2ZmJo2NjQwePJgdO3bg7+8PwH//+1/S09P54YcfCA4O5u233yY4OFgClhBCCCFER5OrCIUQQgghOpgELCGEEEKIDiYBSwghhBCig/1/IJ9qjnPT/MUAAAAASUVORK5CYII="
     },
     "execution_count": 26,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#heatmap(A, cmap=)\n",
    "hm = heatmap(deg2rad.(collect((0:359))),collect(0:1:85),  B,  proj=:polar, color=:viridis,clim=(0.0,0.04))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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YFIIV7QOfDtk2ydbXX3+NG264AXfffTfOPPNMXHfddamVTBYW2xsswbKwaCT48MMPMWbMGCxbtgy///3vMWrUqG3Obb3ThGqk/SiZKkCKSCYuWbBuID3KdQaCVUwKMThuIFDi+mxCijGBuMEBeNYHBTNEu1hGH8NjY5kTjfnkrN9jW8KaNWswZcoUzJkzB1deeSUmTJiAnXbaqaGXZWFR5xAEa+7yA4omWKd2+dQSLAuLusLmzZvxxz/+EbfddhsuuugiXH/99dhll10aelkSncenVPmRVB7z4+cLRaWUOQpFsGogjq8zjZY4TiNV4vqsKQ0YH8sM0S7JGBnghIQriWA55LqVg6/BtoK33noLl1xyCb7++mvceuutOPXUU7fplLaFRW0hCNaT73QommCdfujH9UawsnV+BwuLbQScczz++OO4/PLL8bOf/QyvvfYaDjvssIZeFgDgkCtnqMQiCeH3PpP/QUCOWHCO+TATqBA0ZVhorBwj7iFgIkD0e53HjxkjYJSBUfIjdh2NuOlr86KTyt+J2rNwjwXzh+OZw5W1+Z4TrjGYw8kk/8154D+vC8YwjhWnT0leXD3gqKOOwuLFi3Hfffdh+PDh6NatG26//Xa0b9++QddlYWERwEawLHYIiHTg8uXLcdNNN+G8885r8L/2D7kiWaTOC5GTlOPGlGFKejGm0yoUraqmOL7QnEl+V/K6RM8tcT2HMRomrqNzkmhXTAAv9VpxgXw25xmvc8ib39BECwC+++47XH311XjggQdwxRVXYOLEiTZtaLHdQUSwnninY9ERrF8eutKmCC0sSoHKykpcd911mD59OkaMGIFrr722wdOBh1w+o6BAPEmcrhzXq/zSUoasBtWDYg1eNchOQZE6Yqi2Q3xIaHw9zk4JlgE8Z0oJ0ntxkjYU5wl5IjquJLJFCRZNIb5/2h+Ma6ovvPXWWxg9ejTWr1+Pu+66C/369WvQ9VhYlBKCYM155+fYqQiCtXWThzMP/dCmCC0saos333wTw4YNQ9OmTRs8Hdjl8hko+JcMJyQphIk0yXMeOW467yNZh0XnCE9JklPkn1xirkLpQsBMvJLguBrRE/fhDFxL53EHMhWoPEdWG+exQHPlxc9zknqkBEukEgHAyQYXOlpU65C5QTTr3VOvrc6jlRxHHXUUXnvtNfzlL3/BkCFDMHjwYEyfPh2tWrVqkPVYWOzIqLlTl4XFNo7KykpMmjQJJ554Is455xwsXry4wchVl8tnoMvlQSpQ4RjUOUAnQn6wMQ9xhDqrGBHzouOm80B03HHD8ab5k+Yk1yibOF9gLuNaEuZzvGBjHpNb8hrDMb7YzM8OjwUbD6/RP/l8Fm1iboeDeywgXFw97vlOsHnmj9BD/3WN3OobjuNgxIgRePfdd/H555+jc+fOmD9/fr2vw8KiruBxp+itPmEjWBbbFd566y0MGzYMZWVlWLx4Mbp06dIg6+gy1myvAETZKD1QxHhwkBvG6scBQxoR0VhmihwlRbnIdWljTTBGrQzViUbLB1b9SBYTxIcqGsTchk+xIHoXXKP4ZglUMXVNxC6C+054Ky4rDAEqhvcVIbwgWSKqpeOIfwc2D0v7/zHp8eoEbdu2xfz583HvvffizDPPxFlnnYVbbrnFRrMsGj18OPCLiA/5xYbni4SNYFlsF6isrMTVV1+NE044AWeffTZef/31eidXh/5uhtyoAF38P818wNEjTyEZokTH8aONQh734lEaJyF6xci9la1ABEsfZ4xamSJFNUTSumJRLTdlDmV8GPHSCaKIYIWbLrCXkSotWuZ7TriJCkQ/PB5Ew/yQ+DmOD89n8HwGn7DeDEkhdp03CV3n1a+JKWNMRrPWrl2Lzp074/nnn6/XNVhY7KiwESyLRo8VK1ZgyJAhyGQyDRK1OvS3ydEqAIodAj2m6J6gER4hanfJtQlzFIxMJUSjGEegQTKdr8afXlQDxkDtF+L3NlU8GnsSpsBxAe4wea0U7Wfjf5Wanl+pJKREytfmELYOPPgpolu+x8DCRSuRLZ+Bw0GGMGLXCwS4GQMz7DpvEjIOx+I+Uws/dInws5/9DM8//zzuueceDB48GEOHDsX06dPRtGnTeluDhUWp4HEGL83DJeW6+oSNYFk0WnDOcf/996Nbt27o379/vUetDr1sBg69bIZ6kBau6VGeMAWoRJhI9IVeJ3RYFMyLjseiRyL6k6S/8kIdlYgUpUTKRUQtKaLkVNVcc1UIpuiYaQ1p1wb6KvGs8Q9SRdOlzcXcQH8lPbMEwmOBKF4VvHvhJo57vgPfjz5SM44P13Pgeg4y5B9FRLWOmT8Rxy24qobvVPFgjGHkyJF45513sGTJEhxzzDH46KOP6u3+Fhalggen6K0+YSNYFo0SmzdvxiWXXILnnnsOjz/+OPr06VNv9zaSKlP0hp6nY6CSIGn8aYgmmaJfgIjmqNcr16VEvuQYTT+lR9TkMf06EfnS5zZVIdY0qlXgE0lWPdL3z4lXEwIBaeIOWYIe6ZLvN4usHQDwKidqq0MsG2h1oZOLjntu8OCZcKzQZHEOZMNIV5UfRLSaZuMRLUGy/nvKnw1PXHrst99+eOWVV3D11Veja9eumDlzJoYOHVov97aw2JFgCZZFo8M777yDs846Cz/96U+xbNky7LvvvvV27xi5EjAQK12EbkwBpqUP9eMekOSN6oh0WRKZ0hzZTfMra6TrNqX0SgjTe0RTgNRrK9ZvUV7HYtUBXLPJEe8BZ8F4SspYFYv8tQh5olWFNLLluyRSFfpjea4Dx+HhFszhek4YsQqurQojXDldYAfghBfGAQBePvmm+AOWGGVlZbjpppvQq1cvnH/++XjxxRdxxx13oHnz5nV+bwuL2sLnDvwiPpD8erb9tClCi0YDzjlmzZqF7t2741e/+hUWLFhQb+TqsDEzcNiYGbHUmhSp09QgEaEzTmwHEsbIY4b0nuNFtgqxsSJl5xrOkc0xpNaS0nGFIO/px4X1xnSitFyIUpxGIXuBNGDSs9O0YDSAK2tNmldJGToJxwm45wSbZuUghPDCE8v3mbRxEBDpRIEq39HE8NGb3+vFK9DrxSsKvxElQP/+/bFs2TJ88skn6Nq1K9577716ua+FRW3QWFKElmBZpOKyyy5Du3btwBhTPnwvvPBCdOnSBYcddhi6du2KF154QZ4bNmwYWrdujcMOOwyHHXYYxo0bV+t1bNmyBeeccw6uu+46PPvss5g8eTIymZo7+dYUh106A4ddGo9aGb2o9Aq+hNf6MaUqkBAGI3EyEDMg+RpxLkZ0DDCNU3RfJdZdJaFYAua4gowG5Eh3l2cuCzZTpaFHNgLuOsHm62SLKSlDADFNFhDoslxCrCJNVhjR8jKo8sy/x71evAKnLByb/MAlQuvWrfHiiy9i8ODBOOaYY/DAAw/U2b2uvfZa5bOkZ8+e2H///eVnxYwZCRFiC4tGCJsitEjF4MGDMX78eBx//PHK8RkzZsiWM8uWLUPv3r3x9ddfy/5+EyZMwKWXXlqSNaxduxannXYadtllFyxbtgx77rlnSeZNw+GjZ6gpNKKhcjwtraXpqXT3daXajie3tTF6SvnkkDZWSfMVSEXKl+T+ib0MyTgB/ZnlvDTyI1J5ZBwnz03HAMTSyjBvWvTfpFUDEEsJOtTrKlwAHaPquMiFQiDvQPHP4tKqATJdGB0zO75nQ28sN4xwiTNuGN3KOj4yji9JVtNsVXRtGNU6ZeFYLOhZt8Qjm83iuuuuQ48ePXD22Wdj+fLl+POf/4xstnRfEUuXLsXixYvRtm1b5fjtt9+OgQMHluw+Fts/fBRXEVgCZ5kawUawLFJxwgknoHXr1rHjtJ/fDz/8UGeNk1955RV07doV3bt3x4IFC+qNXAGIpwNNESkv5bwecTFUAJoiT0nVgFGFnGFdBSoIZVViSiowKW0oUoxplYelRmoUK239hcaZUoogaUFfTQ3q6UJJpHwGneUZo1phqlCkD10vIy0cgIBouUrqMCMF8RT9Xv4t+r38W/ODlxCnnHIK3njjDcybNw8DBw7EDz/8UJJ5KysrMXr0aMycObPBm6xbNH4Io9FitvqEJVgWRWPChAk44IADcMYZZ2DOnDnKB+f06dPRpUsXDBw4EMuWLStq/nvvvRd9+/bFtddei5kzZyKXy5Vq6UYcPnqGJFcUkrhQw1BKrDTNFdUHyetjX+iGYyYNlsvheMGmjuXhFn8Oeo2p6o4Steqk3oyaqhTdlTLepNXSrnUS5g1uXnhNaaRLTxsqc4QpQ/iGc8LKwUNUUegxmTKUgnjfAfedSPTOArG752qpQqLBMtk3uJ4DTv4i55zJqFaW6LP6vfxbDHpljPlhS4T27dtj8eLFyGazOProo0ti5TB58mQMHToU++23X+zcuHHjcMghh+Dss8/GqlWran0vC4ttBZZgWRSNadOm4dNPP8Vjjz2GcePGIZ/PAwBuuOEGfPLJJ1i+fDmGDx+Ofv36YfPmzdWet6qqCmPGjMHEiRPx7LPP4uKLL66rRwAAHH7JDBx+iSEFo3tWFdBY6d5ViTothZxxSZYEAmIUbBSOYSzjlEzFrwnuGVxjImr6Wk09B+sLMYuIAjqs2Hg/+knfZ8XMVeiwjJG+qJchp15YLgNcpqY+XQbuChOLUNzuOkoESxAth6lEq8qNIlQiYpVJiHDp+qxsuPC6JlktW7bE008/jTPOOANHH3005s2bV/Rcr732Gt58801ccsklsXMPPfQQVqxYgeXLl6NHjx42VWhRLTSWXoSWYFnUGr1798amTZvw7rvvAgB++tOfwnGCX63TTz8dLVu2rPZfwd999x369u2LhQsX4s0330TPnj3ratkAYCZWSCFSojmzFtGiRCQgQtF4SnCiOVWiBESRJwDGFjfq2GQCpKb34oRKiXAZ1qGM9Tgcl0drIIJ3kdqMCePTKguTolnaWDFnEqorgE87HztHSJWpktB0jLuObBLNqC6LGsNTU1IhbnczSpVh3ssgL93ffZkmzDi+PJfVfglO/+9onP7f0clvUi2RyWQwdepUzJw5E2eeeSZuvvlm8CLK3F966SV8+OGH2G+//dCuXTusW7cOffr0wbx589CmTRsAAGMMl156KVatWoVvv/221I9isZ3BByt6q09YgmVRY7iui48//li+fuONN7Bhwwbsv//+AIB169bJc4sXL8a3336L9u3bF5x37dq16N69O1q0aIFXX33VmE4oFY64eAaOuDjeM9AUpaL7aRosSpCC8wYSJYgNF6/jNgwxUiXIVgLxoFopk26rOhWEalox2JKiXUmg60gkXTWMiNF0a3Uia/r99ErCaF3xSkMZ3aIu8AwxUhXcJyRbhJSJdCElWiZNFkWVm1EiXHkvHt2S5/wM8n48bXjmq3Ub4T333HPxn//8B9OnT8ell14Kz6vZP+KECRPwxRdfYM2aNVizZg1at26N+fPn45RTTsH69evluCeeeAJ77bUXfvKTn5T6ESwsGgS2itAiFaNHj8bTTz+Nr776Cr1798bOO++M999/H8OGDcOPP/6ITCaD5s2b4/HHH8euu+4KILBpWL9+PTKZDJo1a4Y5c+agVatWqfd577330LdvX5x66qm444476tSC4YhRM5Dav48hiNKIfajExfE4OKORDV0fBTBws8koo2NS7i/vFfyMVfn56jha4ShgNBLV75HWMoeStTByEVUKkiiOrNRLnkuZV9dXGSoS6Vx6dWDiPIinDanjvWkuSqaEm3tgchrZ2/NM+G8pqwt5pMEihqOsLHjDhB7LyfpgTlRVKA1JfZE2FGnB4HyT0OU9H6YQm5UFFYVVfgYOuCRVvuEfVpCsOd3vip0rBbp27YrXXnsNffr0wZAhQ/Dwww+jSZMmtZqzsrISAwYMQGVlJRzHwe677465c+eWaMUW2zOKTffVd4qQ8WJivhYWJcSiRYswaNAgjB07Ftdcc02dVRkdMUpLB4rbELLCfM2CIVZJGH4JMxaLTunkhbM4QdKJkbgmyfaBzmWaH9AsFDSLBP1++jhljabWO7r1goFgMc7VYybCY7BwAAP8DDlnIGryHaYkiYznGXW8Phdn8fY79DPWF+doJIpeIyHIrrgAACAASURBVOfj0XVirIPIDZ6mF0l7HeZwOKJFT/jLlMtFLJgxjlxo5SAqDXPhP4jQZZVlXTjhO9E8l1eeZSfF1iG47pFj7kFd4ZtvvsGAAQPQvHlzPPXUU2jZsmWd3cvCQsfGjRvRqlUr3PzW8Wi2c83jQ+WbXVx51CL8+OOP9fK7a1OEFg2KuXPnom/fvpg2bRomT55cf+RKwJAOpM2Oo/ScKiB3lP2E1ByxU9DH6GmuRMd3zSohup6Hab348STdllgHTd2ZjEmVNSdUD1ZHv1UdFKxI1Fzyje2DaFrQpMNyIRtdxyJcJGUYu0YvSPDD9Rh0WfK1w2OaLN9l4OTfwqTH0oXvVCtC04oVXhYVXvDFknV8mTKkOGfxCJz3+kXxN6IE2H333fHiiy+iSZMmOPHEE/HVV1/VyX0sLLYHWIJl0WCYPXs2zj33XDz00EMYOXJknd3HSK6EWB2mL1IuozLMV4mVbgmge0QZv5S18TGHdo28RRYMZv2W48YtGwTh0SFF6qkVhirBEcL1QojrrHh8S6oEJCS2OrqsJCG8MdWrjwHkJx0tDoiTYrNlAwSpYtpYkTJkXGq3aMpQtNZRNFm+SpwEeXIcLomWaJtT5TtkX9VjCZIFBNoslzBHIYavK5LVvHlzzJ07F507d8Zxxx2HTz75pE7uY2GRBJ+zorf6hCVYFvUOzjmmTp2KK664Av/+979x+umn18l9jhg5A0eMnBHXGWkRIrmvkRR1Px6BUsxBkywcSASMEqOIgFDyZiBVVWZyFEWp9ErEiLDpRIzeN4mQxefXtgIi82JhipLpwnb1QcMfBlsJU5QqrZIQoT2FctxgSErb7MjPaZcBes9CrbWO7zpKc2hh3yBf+1qfQhLNyrsZqckS1YVZx0fW8WU0S4jkK7xcrNLwwjcvRF0gl8vhgQcewOmnn47jjjsOb7/9dp3cx8LCBL/IPoT1bTRqRe4W9QrOOSZPnox7770XL7/8Mrp06VIn9zlyRFzIroq29XPcOE7XUZlSgSZRejQ+Hm2i54G4EBsAnCrE1+9Gx9Tqt/BnQjQnmJAeJPdxI88nRuctkKpVtF1RICdYG430iBY1+rz0bRGHCnwaMc98eUy4TkkUA3ziT8uZ+p7o7yMLX/uG95eTeaR2TuirZMNoQ2udcIwgXSzDwRwuSZbQZHmeg7JccLMqNxO01nEiYbyIZolKw7KMJ1+L/Qovh6aZQJclNFkXvnkhcszHPUc9gFLCcRzcfPPN2GuvvXDSSSdh/vz56NatW0nvYWHRmGEJlkW9gXOOiRMn4sEHH8TChQvx85//vE7uc+SIqNWNFJeTirNUoTohTHqlHxWTx/oRejysOgy/RH2uppQ04Tpz4xwmzdNKj2w7VVxOoAvklfEamaLjkziUQro0cXpAwuomzB6zpdDE+SYCxhEnkbpY3qmKjjEhrBevCVGk84vqQk76ETJCtOX1YlxZ5PYOFuiweJYHzyCiUyHhEalCJxTDe56DTCZMBYbRqiZlIdGSflgu8m6wwGah0D3vZaTIPe8FkS2wgGQBwM5annfEWxeUnGQBgRN7kyZN8Itf/ALz5s3DscceW/J7WFhQ+NyBX0RFYDHX1AaWYFnUCzjnGDduHB555BEsXLgQHTt2LPk9BLHSoabuVKF6ImFK8MISY03zAQHRMpIaktKS9+EICR+SI2qEZdD1GsemjA+IY/xinZCZhPGx8bJqUNySkBHA3IRaPo4W0aJr5qSqj0Deh0T6aPNo34ESodPtG3ytw5LjSdcJ5X4KgaJNoUP9FXV3l8RKRLCEHivnK2O4E0Ss4HDwkGiJKkPfdZAti6JXzOHIEOE7AOSyXpgadJALG0PnvSx2EiQrJGCSaPkZlDkeso4no1k58o9aVyTrsssuQzabRd++ffHss8/GmsNbWJQSHhi8IkxDi7mmNrAaLIs6B+cc48ePxyOPPIL58+fXH7niEWGQonEiRhdQCVP0RUtNLsU5OlapJHQ1UuaGaT5yPiZuJ70EgyrCuDZKd4FXHd5DHRflV5pJqFqRqAvQzRosU0Wf/nylAtdIny5CV7YEyRjtdQjy7yefR6sy5I7hnOkanfTqJqQOwPygQbSEF2iyOEk/6majMnUYpglp30LPdxQhrq+I4pnUY22tKkMlEbpT0TutQBTRLIGs4+GSpUNRF7jkkkvwhz/8Af3798err75aJ/ewsGhMsBEsizoF5xyTJk3C3//+dyxcuBC77747ysvL0axZs5Ld48jfhORKiUBFZqBGfRVLTwHqVYU0+mMSluv70Tzxa5UIjxgTWz+qdUweN0a2tPHG67R761EuHp2LGXvKVByPxspp1KhWbA1aRIuO5ZnkvzJ1XzHumFOHijaOqzot+m9L/a5M2ix6P54JolhynB9ezyK7DKHdYlVh1Csb+EzwkJixMMIVSxOGeqxM+Nr1HDQheixANSIVJqSVXhbNwuhVhZfFzjKyFTzYTpk8ykOS1SJXIZ/7kqVDkWMebjv8kfibVyS+//57jBo1Cs2aNUO/fv3w/PPP4+ijjy7Z/BYWAjZFaGEBYMqUKbj//vuxcOFCdOjQAUDwQQygJCRLkiuApNySKwEL7cdThYI8cDWCI3RU4T6g+17pTu5xEhV8KfMYGaMEzHHJPCaSp0eAPPN4+pw6wVPH8PgYg9ar1FCiSpoWSydnehqRiv/FI+v2UJRw0XvFCRRZAzekEDmL0oLhvbnDgNDtXaYOQ1d45jLVkFTosUiakDk8snLwWZBShJomdByOKj+DnOMh43Dk3SzKsi4yzFdE7xWhTqtp1kWW+cj7WZSFv5jlXg7NQgF8LmSJv337nJKQrO+//x5NmzZFs2bNMGrUKLiui759+2LBggU46qijaj2/hQWFh+LSfSUufi4ImyK0qDPccsstmDVrFl544QUceOCB8viuu+6KiooKlJeX12p+hVyF0DVW0XGo+4ZUod4OR+kZSFJkzINS1h+3aNAjXHGLBT3VmOR5pVznGZpGE0uG2HgtJQhuOq+m4ZJa56hzRek2UxpRSV/KlKXumaVtineVqmOLrwUyZZjUFFoalHItmgV1Der7G22UNOv2D4pdg/gE9cypQuHwzvTzMTNSRzq5+54T88sSqPKjptB5N4s8TQ0SBuzSRtJ+VlYUlns5Sa4Exi4bEnv/agJKrgQuvfRSTJ48GX369MGKFStqNb+FRWOFJVgWdYKHH34Y1157LebNm4eDDz44dr62JOuoi6Yrrxmn5qDRlyd1UKfHY4agCS7tMb8rLXVIiUvc7T0uiE/zvQrWZDjmx8lAmut7jPBxA/ExeGDFCFSC11adgkTuxPuZ9FwCwnpBeFrBMKagD1aCNotG7aSOzkDWoqpEpmq3XBZsLHpNXd058b+SeqxwAs+LSJcwIRWeV3kvQ2wbsrJPYT70yQKClGE2FLyLlGGO+Sj3yqJnCucrlmSZyJXA2LFjcfHFF6NPnz5KA3gLi9pCpAiL2eoTNkVoUXI899xzGDlyJJ566ikceeSRieN23XXXGqcLdWIFEALANGJBBORp5qLKvvblabom8MaKKumCc+ZomVgfTbmZm0NrqUmXA6EdgrCbYF50TMLjUSZQO0fnMDaLRrhuFr+/MlYI5mWqUIT16KCoEjB4DXWMpvViPF2jxRmQFMWKeXsxKKJyOkZPGQaNnKPraAqQkmFxnOrYdH2en1NThUCUGhSpZqn98kTqMNRguQxMNJf2HIBFaUJPGItmPdkIOpsJKghdzwn2mY+8m0FZ2MdQCN6bZFwpeG+acaXIvWmmCnk/CxcczTJVKPfK0Dxbqbyv4985EzceOgfVRRq5Erj++uvx1VdfoW/fvnjllVdkQ3gLi9qgsTR7thEsi5Li9ddfx5lnnonZs2fjlFNOKTi+JpEsY9SKRnsSCBGtQKNRn0R9lgs1BeiRKBWt6DOkBtMiWrHxHo+TMZcHxAgAfA54wabMI8boRC08xlyD87seDTIEpaI0XlSJqKcd0yCMVdPSiDWpRIzSgFF1Ja281MdSJ/jY+TBlqAv1aQpQeQ5TtEtLoTouk5uESA2Ka7TUIHMdMOHiLsayKE2oOr5HQjKXRLpczyFpwoyaQvTINUoPw5xsGF3u5ZB1PFT6WVTKyFbwsOPfORPVQXXIFRCQ8lmzZuGAAw7AoEGDai0LsLBoTLAEy6Jk+OijjzBgwADccMMNGDKk+imH6pAsc+QKim0BPW7aT7NYkPvEWoESJD1VZrRXoBYKBmIlz1MCREmUIFYkpRd7XkMfQhNRk2v0NCImnsGLp+CSoKcXBdlxXK6cqy4ZS9VoJaQD9T88TeRNOS/sNQy6MqWtjkmbJYTvjnn+GCFzAL3ps97TkNE0IWDWawFgDofvMTDHB3N8mTZ0WNSrkClpwnDfzUoCVelmZcucinBfCN4Fyol9g96f7erlZyAN1SVXAtlsFo88EgjphwwZAtdN6TBuYVENcDD4RWzc+mBZNEZ88cUX6NOnD0aMGIHLLrusxtenkayjhk83GHHG96muinpYqdqrKOpFval0nypjdIsT0kUiWnRcLELlcZXUFCRRalRORm4MzaDTRe3avJRImYiQx5VomZF4JfAnx6CTijd+jpOi6lQlxq7zk0XwuoA+ds4PPLN06wtTRI8J/RxJVcpjCI7FiB3j8d8jOq8XbsKw1GWqRxb1vyLRLMfhslchC4kWgKCakESskppBq42hzYJ3PZKVRLJqSq4EdtppJ8ydOxeffvopLr74YnBePTJuYWGCSBEWs9UnLMGyqDU2bdqEfv364eSTT8YNN9xQ9DwmknXUcBK5MkSrjNWAuocVSdlFzZfpGHW8Uj2YklJMimjJFB5dm4EgCYgIWKw60OAST58hWgfMY1OaOlPSYyRcAiTlaBKc1ySFqCOt6jBN1B6tn0dENTXlCTOpMpAwaVRqaCYt04ohWRO6L3NEC1EFoR5FE8J3Md51ojY/nqMI3zlJ8ympQNoQ2svACyNiVX4GbvglUuFllX2H+XCYL3VZuuC9Smvq+If3TlNeF0uuBHbbbTc899xzmD9/Pq699tqi5rCwaEywBMuiVvB9H+eddx722GMP3H333VIIXSwoyVLIVQgZoVKiUuS8Rpai6+KC5NhxLa3nyHvFK/sABF/ugkyRKBW9vymVSO9nsmcwEj56jJsrAU1j6ZqrVUFIImt6OtIIHr4PSRGrakS0CkXt43NpkSMyTtgyxFKGLmIVhlJr5ccjamkpRNr2SFYVMsTShML5PRLHG6waxFpcFpqRBm9o4I8VnPPcjNRjuV4GbpgaFCnDTPgPnifpw0pSWSgiWHk/K9OELol2lXtlsppwq1+GnOMhF/7yC5JVW3Il0Lp1a/z73//G9OnTMWdO9QX1FhYUPmdFb/UJS7AsaoUpU6bgvffew2OPPYZstjRFqbvuuit6XHpX7LiJUKm6quRok9xPsGaQ+9xM0qjnEtVS0SgVJSTUoFRfj4kExUgcTSfSY1pqxXH95LEJ6UKZ0jP4aingXPGTCjRNAZmUx0sAZmiPEwnbU6JYniqAVz47HUK4/LiRaWq6UPt90cX5OoFzqiIyJsxGaUudGPEirwPSRdbt0zQhgy/mYVy6vTskTeg4kdEoY5ANoYFAiyWg+2IBQYqQCt4FtpKoFgDc8P7AkpArgc6dO+Phhx/GhRdeiLfffrskc1rsWPDgFL3VJyzBsiga//jHP3D77bdj7ty52G233Uo2b9dfT49rYkgkSD8GmAXsSRorqmkSREMeT0op0i9BjdCo6zAI3hOc5YEwAqYRK8dVGYVejVjomH6ckrAkTys90qSbksaQoNcqGLFKOF8IpiiWHvlStGCefo6I6A2kXPl9S6oiFMJ5bU1KREtaSPC4OJ4I3zlD6I8V/q5RUuYzJXSm+GZpvQkFqBYrT0TuuuDdAYcDLtOEWceTgvdKPys1WFu9MuSYJ19PX1W96sLq4tRTT8WkSZNw2mmnYf369SWd28JiW4ElWBZFYenSpRg+fDj+/ve/G41Ei0XXX0dpQb1CMCkVaErlmfoDBmN57Dpx3FQFGIsOmbRUhpSdHjlS7BcQkR55PmbpkCBu1y0YOF1HOE6sx2DXQO9Fo1yxMQWIUqlhEsEzL/6+qM8Rvy52PskegiPoJZjS+FmmEA0CeP13kRK+QPcVESnd9kPRY5EKQu6EeizhBeZFTaC5x6TpqOc5UvQeVRYGJEsYkFZ6WWScwDsrSfDukocXgve0SNaNH/RDKTFx4kQcd9xx+OUvf4l8Pl/SuS22b9gUocV2i/Xr1+O0007D5MmTMWDAgJLNS8mVQESeomOm/er5YcXJldBGGccbvKcYJTT0GpI2jNKKPEbQdNIjiJBEmIKTEaQwLcc8jSGIcRScm49TglQk4VLGmwhXCSJa8pkFwSBGooIA07Sf7DFNxgc6MkPKEFr0Sz67RphMFYMg99XsGmCYS7bUoalBR5wjkdOE1CB3aZowqiYUlg0AwBwOl6QGo8rCKGW4tapMGpAGIncu90UloUnwnhbJKiXJYoxh9uzZqKiowOjRo21loUW14cMpeqtPWIJlUSNUVlbijDPOwIknnohx48aVbF4TuTJGrkiaRtglKGQnTcAevtTb19D7Jemr6PiowlATrUuDUEJaiAZLIS46adKIkSl9xjzfHNUypPTkcRNZCu9NyV2ititGiOrgS1DRQalpviSfq2h8tOk9CeW5kBgpbW+8+HjHkH4UVYhqA3CNaJE+lTRiRcXt0VhNn0X8sZgb6bG4y1Q9Fqks9BP6FPpaylC00qkMyVWFl5URrArig2USvG/1o+gV3QeAm1f0Qamw00474amnnsIzzzyDO++8s2TzWlhsC7AEy6JGuPzyy5HP53HvvffWumJQoOuFKT5XCZorqqGKokfx8+rYKG2nmIjS9B2JOMXIjJJeTE/vyXWbUoeegTRxcl6vLDRop5KqCOlcACIH85QIlhSum9KKCWL8ginEakS0otSqObqkQ4+ymcY6KYRMkjUS+ZJjfc2Xy4eSQtStGoIJwvXKPoRk/Y7qoxUjVoUaQ8sm0lHKMKgsDNOEpGeh6zmSTAVVhRwZxqXg3WFcRrIAEOuGnNRnCbE7FbyLikKxL2wegNKSrNatW+PJJ5/EVVddhf/+978lm9di+4XHWdFbfcISLItq4/HHH8ff//53zJkzp2QVRV0vTPa5Sk4L8vgxA7nSBezBPTSC45r3kwiUsdovJUpF16ykKA3i9hhh0ombQcTOwkiTY6giBI9HtoA46YqBEq6QlEnNWB3or2Lrq4HuSydnPBYNM6c9qUCdawRJIai6UF1LAyrHWDSP6XoeCt9TG0Ob9v0ompWUMqS+WJVKix1yXLNuyDJfiWRRd3eRJqQ6rEo/Og8At33YG6XCsccei6lTp+Kcc87Bt99+W7J5LbZPWA2WxXaF1atX46KLLsLs2bPRrl27OruPTq6k7iYE7QMorzGk/Kpn2WA+nqrJMkTAgtc+uUaNJCnnTKQprBoUhDDW+oaSQkHm0voNJlUcmggXsWIopL8yEa6iIlpCQ5VwTeL9NSsHRWdFyI0gSY4WcaKpR3GdqPwzpgvJUvQxpoiW/D00VSFyyFShFL2z6HdV3oymBl2mVBAqlYUk7SgqC6vcjOxZWOlmpOYq72aRYUGD6IowqhWQqyhdSN3dM+DIgEtNVpWfIY7vOUWTVUqSNWbMGBxxxBG48MILrR7LYruAJVgWBZHP5zFkyBCcd955OOOM9D5lNYESvQIlROQY+aKj9gsCjquel1+sUK8J9sm8KTYLxn1inaBc68W1U/Sc/lpCi6QlidOVYxyRFxW5H/P8UBivXitJGNfWJMhRUnVeSLgkIRP3rSckCuQ5IM3GJaFKj3LJ41y7LoEgxSoRybXcQew+segVEcybmkYn9iAUgngnOicE8ZzotLgXpQZ911EqC8XxKjcj2+jIptCe2RNLCN6VSBaJVAl3dxHJcpgf02TN/KgXSgHGGO677z688847uO2220oyp8X2Cc4d+EVs3LbKsdjWMGnSJFRVVeGmm24q2ZwxcpXw5SggI1eUPBnsFwpVDQIRQaKRIkqGaCTFcX1JroReSs6ji809P5pLS1My6m1l0k5x81x0PcoYHo/2SHsGveIwJGUmZ/YY4UqIHEghPSFcokqSivqjc2pUTNFNVUOfpUemuCOIiLbFNGLqFnufY5q4OIkSDaKVlCMRtlMHeAEZ4TLpsRhxfEdIpujaCOmSOi0GMNeR+1x4ZjEuBe/MgXR4B1PTgTRlKPyy8lqK0GE8ELS7ZeGxHDIhSSv3o6iWIFS0lc5WX60uLBXJ2m233fDoo4/i6quvxptvvlmSOS22P3hgRW/1CUuwLFLxr3/9C/fccw/+8Y9/oGnTpiWZM41cmfVX6eQqOm+OJElypQnY5diE62IRJjJGEbwrOi6NSJHIkow00XmU175GrHww349Ij8ejYwIh6dGrAJk4pvElpbrQkI6jhEvoxGpSORize9AIV0EDU7l+MR6q15dprJZmVNcTbEnpQn0efZzjq47v+lwx81E9omU4J1ODGumi1YTyGteRqUXFM4tWEmqaq4xDIlnhQ4o2OuVuFJ2inlhb3aB6UOiwssxTNFlC7C50WDkt1FfGXPxlZQ+UAsceeyymTJmCs88+Gz/++GNJ5rSwaAhYgmWRiHXr1uGCCy7ArFmz0KFDh5LMmUquwi+rQuTKWE2YRJIEYUsRsMt9l0caK2LToJCiBD1VvPouOdqkE6mYNkqPJImoDwFz/eAYJQlhZEifT5AynYQF9xZbcvRKPquuldLF8AXIEyUdqe13OFLIlKb5ImRHmd+UFjSkC0UFIZ1HafAM7VotxSgzDjQKxtT5lHsCUNvmhGOd6Jm4wwEPwUYqCyU8IXgPW+mEbXQ815FtdBzHT2yjU+7mNE8sH1knErxXKbYNuZjYvYpUGQIBuSo1rrzySnTs2BEjRoyweiyLGIKPjGJE7vW7TkuwLIzwfR8XXHAB/t//+38499xzSzJn9SJX0Re9JFcuYt5Xcp/8jO2HTZgjryeSStSJXEJlYZq+KmmMQsLolwPnSvRJJ0l6lV5MEC+MS03HDO11YDguCFh1CRetxEwD08mWp20GIbwJyVWAlOQwZawuflfXlXScq6lIMpYal0IjR3rDaF3LZaw4pOdoxEqeiKJWATmLjiNsFs0ZIpd3BunyzhwuBe+Ow6XDe74qik6Z2ujQPoUVSs/CYGy5V4Yc8xUD0q1eGZzwzdjqNQGgpg0B4L6Vx6MUcBwHDz74IF5++WU88MADJZnTYvtBMforsdUnLMGyMOLuu+/Gp59+iltvvbXO72XUXwk9j35M20+KVkWpQHofjQhxkarxI/2SpsPSq+skmRHkJImAufH0Hl27GnHz46+pqF5PCwKpacHEKkKdKIl0YBhRS0wFhqRXatZkWhLy/SkGpkpDXZelPHJM2G4maso5UxUhiUSZGkonEjUa+TKI3QX5iVUcmkTxxO1dgmqxNHNS+R5oLu/yODUlFZqrqiwYg2yjI1rnCE8svU+h3A8jWZtJ1MpkQCrI1RY/IFuCfJWKZO25556499578bvf/Q7/+9//SjKnhUV9whIsixhWr16N8ePHY/bs2WjRokVJ5uw2TG3gnKq1osdc9Zx6reFYmsWCfh+PNFY2RM7EGPPcXJKrWDQowYZBiMElaERLRoyohssPNiVdGB4zjTFEy0wkTI/CmK5R0oApoPYPpspDqQXzCQGkgnctGhWbX4t6mQkVZLqQCtHpOZq+o8c5I1Ek2vqGRc2hKYTbOx0TaaeiiJVME4rIq0bQHGHTwHiMcIlKQ0YsG2Iu76SSUNyfmo96XlBhSMXuNJJV5Wdkn8JI7B5proSh6GZPNRgFhAGpmhbM86zy+qGPj0EpMHDgQJx22mn4zW9+Y1OFFhI+WNFbfcISLAsFvu9j+PDh+NWvfoWTTz65JHN2G6Y2cDb3FzSQK089R88n6qxSUonKfZLSgJrGSu67hjl0gqRFiWJRKZ0YCUhSQqJdJg0WTffpr8U8OgET99LJm1h/GuGiY0TqMEy5Jtk86I2RCyGu7YqiWfK91D4TTZWCtOowMV1oOG6sLPQE+Yq/TjUT1UkdOQ/jdVGvwsgbS4xjkb7L5PLuOdLl3Sf9CT3SUsclDaGF03vei/yxKkJCpYrdc3CYbkBaFv6MPLBEilBUEwJABRcC+IB8lYpk3XrrrVi2bBnuv//+ksxn0fhRn07uH3/8Mbp3746OHTuiW7du+OCDD2JjOOcYN24cOnXqhC5duqBXr1745JNPLMGyUDFr1iysWrWqZJYMlFwB8S+94FjNyJXwuwr241/qxlQirSCspcZKQtNPRY7uJHJUKAKla7D0tcdIgnpMvtbJjiBsBrLFPE9NX5K55BoMYvkYqE6Lpg6ThPBi/pDQJVU6RguKIohpNg46QVNc1sk52jzaJIJPbH1Dxe/itWGOmDCeRmzJuZjflpIajA4r5qfEviHa50TwHj2050UtdUQbnSo3E4jfwZF31UgWYBa7u34GufB/unKvDDnHRzntUeg1CcgWOZarA8H7rrvuinvuuQdjx47FunXrSj6/hUUaRo4ciREjRmDlypUYP348hg8fHhszd+5cvPzyy1i2bBmWL1+Ok08+GZMmTbIEyyLC6tWrcdVVV5UsNZhGrgQxMqf54nOJ8YWMQwumDTWTUN3tXdFY6WlAEd0iREjXPCVGqQzkSdFZJWiwjKTN8FrOSQiMnJeQHwUkLZlYARiSN1qJqES0agmRotPNTZUqQwNiES8CWQWoRbeENsqktzJGpLQxekudWBoSwRilIpHej0XziHFKQ2jS9zDR5V2A7nsMzOFBr0LGwcKqwpAHSsE7I4wv76rNoAE1khWJ3UPbBsfD1nC/XPPAAoJIVgY+toZ6LAAoYx7+8UlXlAI26deAzAAAIABJREFUVWhBUV8i9w0bNmDp0qUYOnQoAOCXv/wlVq9ejTVr1sTGVlZWoqKiApxzbNy4Ea1bt7YEyyKA7/v49a9/jaFDh5YsNZj85Sh+kkiUq/4EzM7s+hwAJHFxFMIU/ky0byBEjRiP0vOU3MjjmvhcgmqhtPSdTqRiZEojTgr01F7Ca2P6T4nCaQTM9CUlUok0dUiuj80v7CdElIoI1HUhvKLLMlUa0sig3kSc2DgEzxxfutA4xSoDC1QXUosHY6rQ1B4nYQ6jmN1UXaj9oSF0XKIhNGeQnleyqtBBsIUO71xUD4bHeZgOVHoVGtKF+dAnK+OQZtDgqPJIJEsTu4vmz8FYHw58bBYpQq+JbK0jyNVWvwnKyAOXimTdeuutWL58Of7617+WZD6LxgsfRfYiDP9n3bhxo7JVVlYa7/P5559j3333RTYr/khhaNu2LT777DNl3KBBg9CrVy/svffe2GefffDCCy/guuuuswTLIsC9996L1atX48YbbyzJfN0uCKNXOuExpAgdVxtDIlVGnZbWoDke2QoJlxuRF+ZFKTElWuUZ5vTMJKpakSotfRe7prqpQz29V+g1mTNGwAwVh3KtplQijZrRqFVSJKxEiCJScV0WHJV0pRmXmtKF3KHPZY4+BQfC3w8xbdgeJ+adRfkg0WfpDu+0ulBJE5p0WkDUEFrei4jcXbFPqgdphSGpPBRu74HYPbiRELxTW4YqInx3wOFAF7sHD7rFDchTOaks3Ow1QYb5WoowiGxtIZEsh/mY8+mRqC1oqvDLL7+s9XwWOy7atGmDVq1ayW3q1KmJY5n2B58pgrp06VJ8+OGH+N///ocvvvgCJ598Mi699FJkYyMtdjh88803mDhxIh588MHSpAYvMKcGjWTJGJ0iESWRQtI9r8QXLxlP95XegZ62z1iyxooagIoxTgq5cn2S2uEk5UXm1wmOSeCunxP/Uxd6LY7Foj5kHOfRT4QBFy9MzwnNkViSUw3y5AOSYURFbOB0j5AEMU43BAUYWDgP96MUmRHi31/MkWVqpIpwooDQhP8O9K3OEK2TSOll1NdggJ8h13JABHBEtIqmCkErBgGIYjrmaddBSw1mDOM8dW45hpP3zGNAloO5DngumJi7DCwb7PuuAyc87rkOsmUeXC+DbCZYoOtlkMt6qHCzaJarAhCkCJtkXFR4WTTNBH/tbHVz2DmXR4WXQ9NMMC7vZ9HMqUK5V4aW2XJQbPXL0CqzFVv9Muzk5AFAqTwsFQYMGIA+ffpg/PjxeOihh0o+v0XjAC+yIlB8Rn3++edo2bKlPN6kSRPj+DZt2mDdunVwXRfZbBacc3z++edo27atMu7+++9Hr169sMsuuwAALrjgAvTv399GsCyCXoPHH388Bg4cWPK5TVVlae7ssco0kuoyWTAkpf0kDOeT+gKayJXiSUWjTFSHRSNhenubQlErej/d6qE6r01RLY3cJUWdqG+WMcJFhe5kbAzFRLR0QkjWFKUSYfbZcpiinYqJ3mVKUr1OpiLFcSpUF4IlRBGwxMbQ3Py7K/ZF5CwWHUuJekXkiyn3ldWDJOqG0KZBRLUYA2AwHmVOoMUCAmIl3nJRVUhtG9yQ2alid6HNyslWOQIiarXVi/RYUYqwLIxsqV9aT686DKXALbfcgieffBKvvPJKSeazaHwozsU92ACgZcuWypZEsPbcc08cfvjhePjhhwEATzzxBNq1a4d27dop4/bff3+88MILqKoK/hh55pln0LlzZ0uwdnS88cYbePjhh0tmKKpHr+IpQlNKJ/wpvrw5iVgZ/ghOq0RU5jGRK3kPrp33o/O+egxAsqZKJzN0vzqC9wKVg4VeB3PDaCJqjI6ZSFi4Xtq8OTYfmSOWNvTJ9UKXFZIkWmlo9MvSqgx5EvGSpq/B2vRqayUtSCNbIYFSCJIcD6MVgz4nnUsnU5IkcWX6WGrQ6OZO5nNckioXJCvUZcl7+AgIl8OjnoROlBrkRHNFjUeF8F3osERVIRAZkAJBJEv3w8o6HrJO1Jew0s/GmkDTFKHw1Nqi6bGEJqsUJKtNmza45pprMHr0aLhu6asWLSwo7r77btx9993o2LEjpk2bhtmzZwMALrroIsydOxcAMHr0aLRt2xaHHHIIunTpgv/85z+48847wbgtydhh4XkejjnmGAwcOBBTpkyp9XzJqUHBshiJIiGKIIjxklTFyZWJcMU0WQ6UakJZPebyMDoQJ1ycMZVcCejRIjG/F78OjKkpOZqy83iU+krJmBTq45eEJEIi1itTgPJGhvHSbJPJOcV65Pz6HGSsPE/mpgae4prIJoHFCFIwJ7nWIftQ03s0WiW0WbJ9Hp2bpPvoWrgTzSfb4mSQ8DoclzWfF8eoz2a0lmisvI6Oy0bjqFaMZwAR+uUZcSz6/eDZKAIX7XOwcF+kCwEgkwuITSY85jCOXDY41iQbkZMmORcO42iSiY7tnAtSfTtlw5QfOJqF6cLm2UpkGMfOmQo5ficnD4f5MkXY3KmUlYbNnUhEfNr+y1Bb5PN5dOnSBRdffDF++9vf1no+i8aBjRs3olWrVjh9wYXINS8rfIGGqi15PHnKX/Hjjz8qKcK6go1g7cD4y1/+gm+//Rbjx48v+dzGKJNHyFXSOVOEi6YIOd1HTPCuz+EYvK/0ljb0HgDUCE+KcaiER9IneqSKXKtbLpiqFE2O7KmvDfMBiFcBAlFkKsGuQXGTTxLFi0iUqeKQ+GfF7BxEKpJUDdIqUlplGIMUnpMImD4kIZ3oeOp9Io1T4ehUtawbSDQK4fLjPlfkOXSnd3J95OYevzbm8C6uI67uPDxOI1myojBsBA0EKULGuJoiDPcrDSnCrW7Ug1BAVBZu9poCCAXy4ZsgIlp6n0Ig8Mn69+rOseM1RVlZGe644w5MnjwZX331Va3ns2hcqG2KsL5gCdYOim+++QaTJk3C7bffjmbNmtV6vlhqMIQejaLkShCmQn0Fk3oSGh3aDeRKQv8CloTPnMozWjJQHZauyZJaK1SPmBkq/qK1+emvE65XiBvVWKWlEMW8BiJntGwoBJoOFClFkTZMi7iFYAlkLAaOKM1rSO2Z0oWU1EhrBk5fQ4rKo/M80kj5iI1XjEnFMk2pwRCKf5uJcLGAUMlrTQ7vwt3d4aDNoUVVIfeitjm+6yiNoBnjWoowGCdsG2iVYZb5yLLIfLTcy0UpwvBYhZ8LXwdpwRzzUBb+jy7IVp5nFBPS+asPRm1xyimnoE+fPrjqqqtqPZeFRV3AEqwdFFdffTW6d+9eEmF7odRgmmbKaNsgTEjdOEkppL/SxwNQzEL1yJTS6sZgyaB4TFXXmkGLVAX3MxAmuj5FYK89pP5aH09fU7KUEOlK6kNoFMTTqBi93leviUXRkgiZL8ZD6rKUptGaNk5dfzQurZFzUN3HtONcITsxOwV5XfBaGoSSNHOSfirmeaWtmWqxZPEl6UBgsmsI9qP0a1SVySOCRiwamE/fjOAN9T0HzAGYA3ghofL86CM/ELtHkSzGODLCA8vNxiwb8qH+qpy00ckyVY+lN4AGInf3Lb5ZSFwb3HLLLXjiiSewaNGiks9tse3C9iK02GbxwQcf4MEHH8SMGTNKMp+pibNxnKH9jUC6qSgnY9TolSpuN6X7NCKFKDLF9HSe/MJMiOgkjJVrMkW8uIE86a8pCSs0Vh/va88qyJZPxpjIFiVK+r+ZTrb0SJkJhrSh4iqvpw0LQZAPSghjwnZI0bsgzFHKjpAw/ZjyPmjky5D6C16HhE0nUzSaRQkYJ88g5iBaPLlPx4h9Oj8lThohBBBWFIrrAkd3UD8s6vge7oqKQhpMrAqJV4Wbk0L1KEWYk+lFgbyfRQZc+mMBkA2gBdmq8HNwwLHJiyLkGfjIhA9SiihWmzZtMGHCBIwbN87oT2SxfcKmCC22WVx99dUYPnw42rdvX+u5jj4/iF7F+gHqqcEUN3ZHT18BJMJkIGNSNxWRDUmuNP8rppGDKL1IFmRK5yXZK1Qz9SehpCS1MTTqVFOTUZMuSz+mv3cyeqSSJYUMJX1JGaJV0MhNjSDmIqlAGs0y/aFJDUBjOiwWPJ+8HoL0kGgZgKDQAohbLRg0WXQe4uxv0k/FollkHjmnYiCqpQ+plosRh3cgcncHpLt7cF1IrkRakAFcmJB6jKQIA52WsGygFYWVVVk5Lk90WAJxPVYTZLQ3v9LPIgMfm92m8pggUYJsbfKaIQM/FsV6cc2BqC3Gjh2L1atX4+mnn671XBYWpYQlWDsYXnvtNSxYsAC///3vaz2XIFcCtU0NymMGciWd3Q1f5rHIFedQ+gbqkSklukS+VLl2Xt83jaURJRo9otEnk0t7iu6pWq/FvmleE9HyyRrFe2RosROMgSqILxAZSEobxjRc9Bh1SweUBs08JEtKax2ThYMkfKrbO2fhdRyIqh0FEdI8s6grOyFf8tl89XfV1EpHj2aBAQ5JL6oRqWguRyNcdF7VI4ukJ0N9VnRduE+iVtwjYvfwGiF298k42ghaoCaWDeV+pMcSqPRzStscIEgRUv3VFr9JrJdhbdC8eXNMnjwZkyZNsrYNOwhsBMtimwPnHBMmTMDYsWOx9957l3jy5FOm1KDsQahrq7yUMUr0SKT5DITLdMyNEwldL2UkLAKSPBIjUUmgtGiRcl0KsUo7V53XpmvpMUok6TjTemlazwRT2pBqrqqLGEkCYpqsBFG70rfQdNswmhZ0ANCfDUhNFeo6LQ41VciDNCEPSZhCpvQIFMgcPBojI1JJ4w3RLmk+So4FY2nqkFYXhlE2InYXEH5ZoqKQpv1cz4EDjsqwMbTDuIxkiRThVjcqi6/0Ao2WSBFu9csMZqRNFAPSJGL10pqOqC1+85vfIJ/P48EHH6z1XBbbPizBstjmMG/ePLz//vsYN25creeKRa/Cz+q01GBEmMTPeDRLJ1XG9KGhYtBo86AL2QFJOozpPT0VqOms1HkSCE5S9Ku6UStdvK6nG/WxJtJWKH0ox5rJEeNa5CktBZgSqdLJWKKVQwKoNUMQkeLKJ5ZCdLR59LRg7BgEodMJTzxVGAnfNYd3bS5JyEgUjAPy94imFpW+hLpdgx4RQ0SolLEkXRirKEQ0jlYUAlAqCoVlAxClCF1i31Ady4YM48gwLi0btvplMSIlxmzyAz2WSBVmwrlqS7JyuRz++Mc/YsqUKSgvLy98gYVFPcASrB0Evu9j4sSJuPrqq0tusEa1VDEtVowwiWs04uBzWTVoIlWyotAYneJItGDQ3dh9lVwZiZFJZ6UTHf16fY40+wU6jxSje3HBOh1jErPT1yYCpcOUVqTzm6wgoKUAadqwkPC9uuDR2hTNlFiL0ncx2EzkLCJb4Q+SFoyMZSNiplg4kDSeSBUmC9+5TOEpZIqphEwJ1Igxofmrbs1A043U+sHRCJXUbzk8SB2KfwKtopAJKwdSUQgAnFQReiHxUlOEIdkKqwjLq9TGzw7j2Bo2fBaWDVtJVaFoGL1Jkq14Q2h5r2pVO1QfZ511FvbYYw/ceeedJZ3XYtuDjWBZbFN45JFH8MMPP+Diiy+u9Vx69EqHaPkhf6ZEQCJzUMM53akdhLC54Rcx9bqi0Sdo5Eoc0wlRjHCQ+8v56DwJxMmU+qP2CTop8jyA+9G+nMePvxbjTOc8TceiWzgkkSFTtIs+I408JSEtUmXQZMUiYyn3kKabnM4RX4LQX8VE71qqMNBlJaQKDWJ1+Vona1wbayBT1JpB0WKZ0oFOtK8TLuVY+GbIqJdCqMIdUlEo+hUq2ixfpAgzcn0CorJQeGDRiFd5VVANSP2xZEsckSL0csgyT2ub48NhPmmbE1YX8hwyzMcWHo3NMRevrt0ftYHjOJg2bRr+9Kc/4YcffqjVXBbbNjiKs2ooLaUvDEuwdgC4rovJkyfj2muvRdOmTQtfkIKCwvYU3WpsrG4ESs+ZyJWIghmiWbLdjUFrZUxxGaIvRk0WJUhK9ImQMzpWF5MDyaSI84g8AYDvqfu+dh09x7X1myJgun+WKVVIjyelDfV0Ho0u0TmSkGYuKtN3IYEKCZVOduRwX7WAoML3mDs8IiJEvbF0x3hF2M7EWtKJl7IvyBTtdxgSTCWqlaLXiq1HzGG4p0xdU5LlseDTXPQlTKgoFBGtpCbQQGTZUOllkXF8KXwHAgJGjUeBIBJFo1GBHsuNRa2CtKHqibWFlykC+NrilFNOweGHH45bbrmlZHNaWBQLS7B2APzjH/8AAAwdOrSk86Z5XsnGtaaqQe272Ei8fH2MIHAmUuYr54Iv4JCc6ForPZpjdIUnpEquWYt8xY6lECo5xlMjXeKnrqNK01AZCZKv7tOoF00BmnRjSffzU+4HqLYOhihWtTVZSRoxhFEsHpEm3VwUgOKtFYv+k+gTQCJWQECk9PN6VaCeGuQktUfXQskUrUoE/d2O5pL6Kxa/n/xEFstM1FwhjH6RikJBuBTT0WATYndRTQgEYne9CbQgU3kvE3hhhVWEFWFVIRXGV3g55BwP5aGT+xa3ieJzBaieWMHrqLpQHwsAr6/dD7UBYwxTpkzBHXfcgY0bN9ZqLottFzZFaLFNwPd9TJs2DePHj0c2my18QQqSUoN69EonTADkF2jUj7AaxMvQW1DCYCAanYtHs5iJFJmsH6S9A0mfmbRViplnAqFKik4l6bBqorPS9VKcq/cQ99cjXUl6LRORMuiziqocrCbkvCKKpZFpxb6BjJcmoBwREQOQ6I3lq210qpMqjJ2TkS7Ie1EzUeUa5d6QpEdqrrz4MTqHatsgKgbp+0bfxPBH2EqHKynCiGQxxpU0IBW9A1CE7MJ8VDUe9WXvQSCybBCESnhiBdEt9Xewws8pnlib/KaxKFht0KNHD3Tq1AmzZs0qyXwW2x4swbLYJvDss8/im2++wQUXXFDSeY0kKmmsRmRMIvM48TJEquT15vQegFjqT6n+M7XKMQnQ9VSgWKdvOF8oWkXJi06mfMO9xTm6nyZ4NxGt2GuNaNE5kshWkj6LINZ2p5Amq4BeK+ZzBUJouEqUomdBZFSqXKd6YylzFagqDF5AitmTxnIyj4BDyRIhWaaoFtVXmTVX0Vilf6FPSBaL/lDhDJH2inEZ0RK+WAAksaJNoPV3XUS08m4mliKMqgpF1KpMCtspAjG80F4FPwNnd/X/T5NtQymiWBMnTsSMGTNQUVFRq7ksLGoDS7C2Y3DOMXXqVFx++eUl117pSIpeJfoqkXOpY2TaUP3CZ5xHLW+M5qOEcGlEQWmVIwmXIcJl2leicjUkVHQuU0qQar7Sxsl7cvO+eJ5YOtIQ0aL3MkUD9ecxrsM8ZSISNFlK70YuNh43IRUpTLoMR4soCaS10QFAU4VyHTRiRDRdsSpBEfUSx3l0vYxEKZGy6NqkNKJ+jO7rFYWi6XO01vACqs1i4dsdRrJ84ovlOByOw+GHhM0ldg7iuoqwitBkPCqF7mFV4ZbQ5b2SR2MEdBIlPLGoFovOW1sMGDAAe+yxB+6///5az2Wx7cFGsCwaHC+//DJWrFiBUaNGlXTemgjbY9ekOrKr0StmsA1QHNoBVdSue1wV8L+SMFUG6uTL52rlHzddk0CokioPk2wOdFKoP0cSKTNFuOh9FcLox4Xx+rikCBYhWorWSkSp6BqTxohztEl0wtuhm5Aq58i1Rqd3ANVNFUphOws0hDFhvIlMhWSNG4iTQ/7oiNKKZsJlJlHkOZV0YvAgUueoeF+FCxAVhYJssej9FU2gPWLP4IRRKpEizBMvLBGhqnRV41EqdI+nDEk/QuZjk09tG3is3U4wR6TxevOzdrHzNQFjDBMmTMCNN95o3d23Q1iCZdHg+NOf/oQxY8agRYsWtZqnUPRKQCFRnBImMkiPFsSIV1rESRAeAylIJVBxUmcUstNUorzWQKhMeqrqEioTeUkiNaZ0X9o5U4TLSKA0JiOIVhoxE5shPRuDIFHa9dXSbumky3CJJEr67wmNfgEAY9KRPdZGR0sVyjlCMhRpqbjyh0SyEShUsqRXCgpyBUGSomN6Sx39vPTckjot8izyPuGziGpCWlFICFiUIgyOeWE7HWEuSptA570gRUh7E5qE7lnmo9wT2qvgpwM/FrXKMF/xxBKmoxVctNdRqw7f+awNaoOzzjoLjDFZ5GNhUd+wBGs7xZIlS7Bo0SJcdtllJZ03KXqVVlEorxX6KqODuzlSlZ4+JNEs/f70nI40IbtCiMQXtoEwUbJRE28snUyZjtP16OP0eYshWsoafPPYNDLEyXw6eSrwe5CoyaLnTPfjkQkpgFjEKPb74xNCDhibUsda49DolgflXjEHd7KvaLE0YiSPy+cPfxLNVZLxaHRv9RoAgKLDEvcJolbUvkGsgbsBkaKtc8RihGWD50dCd51IVXpBU+gKGsUyaK/EWADYLDRYnpoOFMgxFxntg2OrX4YyeChD7fsUZrNZjBs3DtOmTYNfKlNci20CnLOit/qEJVjbKW6++WZcdNFF2H333Ws1z9HnTTdGEZIQS/OJLweT51X4pehILZUWqaJjteiVqXpQ6rQSPK6C6w0ftDUlV8r5hAiTnsqj5wsdr07USidAJoKmz5cU0RLPGYtsaXMUiEBVx55BkrG0Tx4SAVOIk0zXkXQfzY6JXoVJ7xkLx5DrdI2VTEPqKT+Du7uq04oIpqKJ0qJTIEsupLlCAjGT84TRKmpEKseHKUJG3NzlWxJGrYTQnVYUul7Qp1CkCivduD1DlvmhF1bUPgcAKv0schphElErgS1+k8C0VFg7EA2WAz8mgn/389aoDYYNG4avv/4a8+fPr9U8FtsWijEZFVt9whKs7RBffPEF/vnPf2LMmDGlm5QjOXqV1qtOg7hWts4xGYOKsXp/wbT0X1qloLH6z5AOpLYLXCNdJhPRQum/NEJEr6P7pucwubDrr5PIm2mMeAYT2aT+WWlziAhedSJeJvhk06NY+qcSF5tgGSTl5Yn7w6DBghzPxByiqpCcA0TEK7pUt1wQ0S7mE7JDtFV0TjqXQsS8+NiY8WiaD1Z4L1qpKGG4n9BfyZSi0GWR62gDaGhTCnKUl7qsuNAdEGnDYAGbvYhsOSxqmbPZa2r0vQLiflgbQ9JVCrF706ZNMWrUKNxxxx21nsvCoqawBGs7xN13343evXujffv2tZrn6POqp70CIFM4ACVR4R/PhuhVDL56regvSKG4rAPpTYh1cmWKCpm0VtR2QWitTMSsOqlAeQ2dUyNR9HjavrhOWbMXX0ehdCFNbQIR0UoiZgUMR5VxSek+PQLG0/VYuompHq1kpB8ijfjrvliASo4AhOlkDiWCpaUKJenydIJjimwJUmPQcxHCpfhcyfdMI17iPIvmpulC9T0If7rEfDSsKIx0X1HkinmkPyEQawDNWFRhKBpAV5LWOLpvlhC65/1M+Dps3kzIloAQwEdC90gAT/2wtoaVhGXMKwm5Ehg5ciReeOEFfPLJJyWb06JhYUXuFg2CfD6Pu+++u7TRK9AvC0GAgEQhe9IcWvQqqvYjH/TaPEL0HlkyeLEve6YRFmNETUafDAs1Cdl5fG0KMdNJWhqh0vc5V9vlKK1zEuZRnsVPJmSmeZKIlgmcI9aKx6TfKhSZqwlM6UQKxiLBO1dtG6IGz+R3iKYK9VQgiQYlaaziacV4alDsCzii76GWGqRRLTlW02rFzUTJOajzUNsHcAQNnw0RLcWywRjtirywqHWDTqQq3SwYC5o/A5Fdg4kA5f1gzJZQe1Xu5ZBjnvTDks/PeKw9jtBzlYXMcasfRck++PynsXvVBPvssw/OOOMMzJw5s1bzWGw7sBosiwbBP//5T7Ro0QK/+MUvajVPLHpVzS9SGr0CICNJjsdR6I9S0WMwMhtNSR+6ftxElJ6n54yu54ZUmE4a0s4Z7hk7pkeb0q5P01olpQDpc5jWUxOiZdRn+dGWZiirz6FHsfRUINVimSAIFbmOa2lBWe3HomuCNHY4p5ZqM/UhlBWFYdRKMRpFcJw7wZZkUKpaKVCSBzUqBpV46dWF8bmi9XPtU5p52jES5VIsG7RqQmlCSq4T6xFtczwtikXJliBWlcTRHQDyfgZZR/1jQCdhwql9q3RvDyoIt4S2DVt5cHyj3zR2TSkwZswY3Hfffdi6dWtJ5rOwqA4swdrOMGvWLIwaNQqOU7p/WsU0lEO26TD2GSyApOiVk5JG1H2tTE7wsbHGdJch2iTPkXSgnhZL0jQJeF5y+o6SmjRCRfdN9zWRJbqvpxL1tabptii06sDYOZoKTJqjBkgSxet6Kimg97kkOtyJsmC0MEIhZ+IYNRcFAOH+TiJcpjSh49KIkhbZ4uI4SKSKGzVXkgzSCBh961JImKLdCklT5LFFw1ZiPaHAXasm5AxRA+hwEUHbHFBZmyRWkdA9qCrMk5ShcHTXI1mVXhYOOLaEKcPNXhPFmoGiOn5YArWNYh177LFo27attWzYTmBThBb1jhUrVmDx4sW1botTI+0VgYhSmaJXgPolKBBvfaJGr1IF9GmpQSlY10iV3kOQ+xG5MnlZFUoHJtkvVOeYPlehfROpSdpPIlr6ONOaAAPJDCNZJgiCRyNZpiiVIFHasxhb5AhCJciSuBVjcv4YsQ/nVqJdPCJWUcUf4pEkkHNkfVHFnpkYmXyxFGNRxRX+/7P37kGXFPX5+NMzZ+8X8AKyi7tshCyi/KKIykXAJTFlGQVTYLwEQixvWGpSlYuUmKRSppJg1EqqYlFxK2rUL3grJQXEMkZTYryAFyCVIJoFBHZxF8EL7n33fc/074+Z7vn0pz/dM3NmznnfF/rZOvWeM9PT3ee8777zvM/n6afhlRBdFa4eC/SYo1C5Y5fHlNMmuJrQnDNPMw2VaRTW6J6DZmIBQJ5p5Fnd39H5kkAdmqs3gS6/LvMiG0IE6kjlvTIGeOPBOqzwQUbLAAAgAElEQVSXYbmq9zM8QBLh+ypZSim89a1vTfsTPk6QSoQJM8f27dvxqle9qnc0A4UXtzCWj4vXBn4n8jwsq17FylCxlHYOnk8lqSxSyc4gVg40ahU9FiJD/BgHXZVIV+TR46FrQ2VDad5tSpH0dWgFIQCnXNhTvTJwMrQoCQMhS5SwUbVlTN6DLeG5URC6Kh86Uo2Gv6LQDkr69/KvXDM7j2Pg5ndA3p/QhI5qUIWMtKOho6w/x4dl9h0c1+fM/OxqQtTHANjVhF4mltJ2NeH8OIdSwJG5kkAdHfslQ6DyTlXHDlYrCA+Nq42fq6T3/RWROlws88NHqxWEPJ6hPleXCf9v10avTRdcdtlluOuuu3DnnXf26ichoS0SwXqc4MiRI/jEJz6BK6+8slc/fdQrgBCx+Wb1KgRPvYqSqVLhiOZcaXZOUmJiK+mkEp9E0ERixp5LJEpC03V8TPO8idjF8rlCc4gRqRDRI9eKKlaoFMr6FX1ahploZng3ZUBDKgxhM14jqkop1J8nEXe8MiHzZjk/x4xM1df6bcRtb4ySRo30lLgJIb5UUeOp7sHVhGZ7HdTjabsRdOm9ktLe+WuzfQ4PHT08H056N9lWXN0qt8xxt9ABSg9WhgKHjWFejzAUjjnmGLzuda/DP//zPw/WZ8LCQE9YHkwKVsJE+OIXv4hjjz0W55133mB9NqlXQFilCvbJ09yFlYQeqhulR7hMHyEi4bQNkCqeB0XJVBPhajrGSZJ3SeE8N691aAUfPSals9Pn/HWsZMivCRHE0PEBoCiZYiqWPcbnAFKOs+VBgBrZzSbQzs9s4ZYXvTIhiQxxvFmGRJHPyt3bEETt8vcnVBJ5IiTNltbpW2QlSqpy1Z+Nsm28c2xvQscE73xQgB6rcvPnsVGxMuRZYb1YgOyPAupVgCZ09MD8CuTQ9RY61UrCfeOV3r6FBsvVPJYrf9/AZUrbx48e2uCd74Lf//3fx2c/+1kcPXq0Vz8JC4vq76vujxnPMxGsxwmuu+46XHbZZVCCn2VaMDeEkHpFb1RN4BlXNpXd7kNYeDdXDzw8VFzlJ2RbGXClSsqs4uU3TmZoqc90Ox5bAiWRqLbPtaS8dSFadN5NbSQ1yjnP3qfgreIqluep4kqWQeaed8JHqxWGdJ9CTdpTwqJ0nc2mKyWKGtiDZUKjWgHWtxXybJljbrCosuM5XipvnPCxNvENscwsZ29CRrrUWJUfQUWkimobHaeN+7LcPgfaCR0FSg9WufEzVbFkAsVT3Q0OFCuQqQJ7q5WFJg/rsB4hh8a+YjgV60UvehHWrFmTkt0TZoJEsB4HeOyxx/Bv//ZvuOyyy3r1Q8uDXUp6jTAKFCdefIuc+QKCFYP1xdQrQ3JimxBzMzsFV20kskFXBPLrhHJfUI0yl5J8q5BaRa9vrXSFiJZ5HfNm0TYxNU5r+XPsC6sIEQLmJbbXc6TeLLtHIfVrOeohXO8WJ49CmdAqYdU8nGR3Q9L49jlWqdI14aGeK4k8kTk6Kw/JtRnxYdnPg57jypQdh6lWVSipUyWpxjKZWCauoagI2tG5UbBkyJUso24dtCsIlyNTRTDV/XDhG+ONEiYRsfJ8P2RZhssuuwzXX399z54SFhJpq5yEmeHzn/88Tj/9dDzzmc8cvO9QeTBjr0PqVSOEm7khXuI2OE3gSpMU1snN7zGVJ+axEkqAogIV8lyFPFlN/qzQOPx6M9eYqmWIlkTIeHuv38I9LpFVwcflbfjMzkfnQPuQ2gv+J/NbroxZoH2Q51yZMiSHEC6e6s5XB9Ix6XlLnkh5zxIk4ZizETSbH/VyiSZ2O0/N3mB1znqvqjfneK8cTossK5Bl9QdztDK+09BRQFaxwhEMAXUrsI2OWUl4WGf2ZvVAzzLh5ZdfjhtvvBF79+7t1U/CwiGtIkyYGa6//vpB1asYgp6rABkIlQutemUjE9oTMkXLhoC8r6BwnTPPkFIV6scSNkGRCpXuYsdiK/WkthIBI2N7JcSuREuag3S8K3E2JIvOOVTGpiVBqkiBPDfEzF7jd0PLhECtftntbIwCZa437clzt+xXm+ft9jnwlSoxWBT1edouRLwsbBlVKANStQuEUIH0XREnOy9H4XLJl1Gkiop8javNoE1cQxk6yshXpVZxFWuUjTHKxjhUrSA0qe5HihFyFNg/X6pYxtx+WC/DMjVvoxrM8QPFCruCkG8g3RfPetaz8MxnPhM33HDDoP0mJHAkgrXE8dBDD+HrX/86Xvva1w7WZ8jcbjdo5uoVS2DvN3ZcvQrmYkk+qDZRDLbEOHZf0zae4bomDA7BsX0IREkiN5TkSEpZqC82B064OhEt265DudBpF1CxxLbV9zSklnGMhc8JKH9r6SqpX1B5LCrFqiZW2lGgQp9zrExYz7keU1KyxL0J7f8jc8Cfu5iL1aRsVWVAJ9YBvsJlVlSqqhyoqxKiF9dAYIjVnPVeuaGjXMUyJncDGuNgYIhTaL/BkFcrV/Vj14/7q1ipTLh0kYJGE2aCT33qU7jwwguxYUO/XzhDok58Z6oV31ewq3pFx+DqVURhsjdPE8UQKzlS4kVfk364Yd0Zow25Co0pPW8iOgEC1ki0pPFiSfddECKonNRE4Kwq5MeoR4sqUGR8pzpGTPLKki5zDjWRoc+FlbKGcDleLAilP9R/jNjzqPumx+iYsNfCIVQOCBGj/Tmki/myyrbOB+KqZQB0UapW9f6ECkppzBPyJSlWEoEyPio/mmE5lmV1kKjJx9pXrEKuNA7r5ciVrrfR0XXgaLnNznA3x9e+9rW45ZZbsHv37sH6TJgd+K/GLo9ZIhGsJY5PfvKTMysPThud1CtOFjxVhBGwmAmeEwvJQyR4rLy5hMhRaI50bI4mj5GkqnVB07xiMGTNvscCjfsVsrGdSAYzBzaPYCnRXNfmPbQtE5LVhBL5ov07SetGlWMJ63z1IVe8zHN7zL5nyCsGubLFzpVzUH6pEeQcUBM0s41OpWLZdlKYKCNWJnR0zuRizdd7E2ZKO4Gj5mvIkxXyXjWqXD3NyieeeCJe/OIXp61zEqaKRLCWMB588EHcdddduPjiiwfrs6k8SH0pAFWpTHvtfqXqlXB8InDSFMu64vBUlRjxqkiVZJTn5nTaf4hI0Qcfm5+jx3jbGLFg8/EIYWylIR+Tm8xjfwKqDGLKu6RixUDGCZUSHUXKtBMS1u14ukWZcFx/L22cg+nPPDeEqyJAkueKlwt5HpZfSoQTOir6sar+RWWLky5HtYJdSej0adqa1+NSmjNho7WKlUGhLg9KG0ADsCsKxXwsodRXql6y2d0Ek4aQQ1lytfvH/ZLdL7nkEtx44429+khYGCSTe8LUcfPNN+P888/Hk570pIWeShhN6oglZFUUQlfvlYTC9BVQpmLzDBABp+QmkZSYOiXmcRXyc/M6dL4N0RKM8NHwUok8xcqF/DMyKlaofwk6kIvFVasCvlpljpvLyP6EmpQCqUpFS45ty4TQWiZRWflwts6hhMwxowt5WIJR3YIoU3RLHMdPRdUrb0sdopqZbXS4wkViG4KrDdm3gRMr48WaK0rydZiqWNA4bEzuJrJhfjkyFFbdOjiuTe1mM+gchZPoDsAeP6BHyBRwoMffZRwXXXQRvvnNb+LnP//5cJ0mzASJYCVMHTfffDMuuuiiXn1I2VeN6pV53aRetVCUgj6boPGZ3fgLRnpiGU2cSMRM8PaSyHuQ1DBOqmI+L2lusflIAajR9u2ITqu5xcZx2pDvxyQqljQGCx51SodWwSpf2tV/bA9Di0CZUBWwZUK3jMcUL4BlVREiS+ZgCREt56nIOTMf3pdQKqRtQlEOfOUgb+sb4EvyRfOwAKAoSi8WVbEkfxWA8PGAukX3GfTOqSKqZmXof/PatGkTTj/9dHzxi1/s2VNCgoxEsJYo9u7di69+9auDlgc5+B+3Djr8JRkqD9ZBo2PnvCUPVfBoJ/XKoCB9aR0nJwECEDWxx0qMVP0JkQx6PqREtSVcLds3qlhS/01j9Cn1MuIDwJNOnMwsWuYDO8YyrvzPtSJWGbwyYR1twLKtqvm4qwcJySLHaJmv7Lf6Ss3uY7dvZ4WhaVaQNkJZL9iPpHSR13asSsWyexhKKe7KPOLfWxo4SgmU8WIdrQJGrYpVqVbG5G6CR/eNS1P7vqLcRudwlX21T5vIhqp9USa7Hybf14d7lgkvvvhi3Hzzzb36SJg90irChKniS1/6En71V38VJ5988kJPZXagnitKmmJJ7cG+mHploh0gqFZ8FaJXrhJ8SxQhchWDRMzaEC3JkyXkZknnogQtprB5vithPm2JGd1+SFCroscUvM/JKxMawqMB64nSNTlS46pNdZzGNXjlQsGH5bSzBKj6uRLUJhBSZmfNlS3ylZcKPdJlPFgmSmWeDsr+YmrKw6pUq3FR3iaMimVM7Ufm5KiGmFoV8mmF1C8T2RBTu/rg4osvxhe/+MW0N+ESA/3btOtjlkgEa4li2uXBbF4+7pvYA8eNalXw9q565Xms2qS1N4Gb37naFCsJVsRLj8eyiZ0itgKw5f9kXfWh275v/psiVIqMEK1GT5Z0fWwukyCrb/zeikICVRRuGZnsRagcIkU2dLa+J79MWPq1aP/0/dRz4+TItlXKiWtwxxH6tH4u/1xtxIejgIkmdqZseepV5A/zmnQp2xeUJipWSU51wfKwhDiH2CrDIHkSM61K4iSdA8KrC+vrlX30wfOe9zysXbsW//Vf/9Wrn4QECYlgLUHMz8/jC1/4Qu/yYEMFoB263mDb3pRDew2GtsJp4yWS5gKElSuxrUBoWniUdFE4D3OMf421C87JIFbSEy8XSJZYMhX65ZBUrNiKwibyasBvoOT9cLKkTS4WbWvas3O2TFipXnylnyFRZVs4betOAG+lINxrjNHdtifnMk6kVP1/0vNTRVAny5vXxFfGr1XsOSdn7LXxYo2LzPFitdk2J1OFNbvvJ9ENOTG711lYxuxuTO512RAos7AypXFA59Xx+hv/6O4T4x9QBEopXHTRRalMuMRQ/teexOQ+23kmgrUE8a1vfQt5nuOss87q3VfUZ9UWrchMzzHaIrRysEuIJicbErkKlL44MaKvKdoqVrSdeE2oZEnn5pybgBBLr4f6TVXNP6hiGc8TL6/GCDU7Fwoddct5RKmivilCeHhbQ35s5hUYqdHknHLPeXEOgmoVzMRir8WyIXutqpBOWzLkqpZRs6pg0aLa9FnyYfFtcwyC5cEqA0uMZVBFVK3KqtJgrDyY9czEuvjii3HTTTdBz/rumzAx0irChKnhK1/5Cn7zN38TeZ5P3MfZl5Nw0eoXSzZf/tJuXR5kZcJsvqh8Lqw8aFYbMrN7sDzIoxqkvKumrXA4+E3Z9MHVK4mAtDCTc/ITJVCSKaCBuEykZgXPkXnz+IkOW954r7uqWOYaSaUyj+ocV6tMqdA8917DJSAuUYbty2ZeKVUrVRl5Xs3HMYrDV5rK5zWR4oTHqlwREzuPZxDLf9VrT2Ub869KJm6kL0vgGsqA5nVoP0IOWjIMBYWW7eLlQcmTBdQrCDOo3uQKAC688ELs3r0bP/rRj3r3lZBAkQjWEsQtt9yCCy+8cKGnMVu0KisK5cOicIkYLTeClcmk8XhJUJhHlPxQQhEqj4aORchWKwWMm+9pf10iHEKf/RB/8WdKVqmYf0pSsGzpbcxeC5lYlh1wNYuoUpSwlMeYamV9UoLnquqfr9qTtrvhZIiOaZ9aYkbHqOcUI06NZnZDvuaNalW9saKcgQ0aZZENZtuc8TgrVwlWSe6mTHioWj14eGwyseqyYAaNQ+PlZdK72SqHbPycKY0DxQpkKLyNn+tMrGrLnOobu48savnZ7qdjUqxatQpnnXUWbrnllon7SJgtdI/HLJEI1hLDwYMH8e1vfxvbtm0brM8hyoSZNa0b9YmpVwG1qrV6FcOEUQF2o2ZuaG9BgmLlv7aqVON15nmDqhW9PjSGd7jB9A7EM71CKpZ0jHuxpHpT6H0TU7k1unup7tXrcU2s3L0FyTVkhV8dlcDiGrh0Qz1bTKHyDO7EhyWpVp2M7hwhEkbM7E4eloZbTgxB8GaZl1yRslENgVWAMWQqXv4rS4vyxs+2TZXs3nfrnG3btiWCtYSQSoQJU8Ftt92G4447rlc8g1MerOAZZTuWB73+ivC5iWBVKaPIMALGIxx4+ZATgDYI7FHYm1TRbXZ4vlZofoF+PaInkpLAN2KSINIuXrZyguGxhFV+norVhnSSkl95HkSxqgkUCPkygaPWGM8T2Z3Nmuuf9VBUgxfBQNQmTQgLDxWVjO72uXlqjO4ekYIHM55zH5FIVaD0aBoa9UoXGZQqVSugjmqYH5ceLaNiGZP7obnS1F6b3atE98rUXvux4j8/0r6F9hw0cgXkA94rDcFKPqyEIZEI1hLDLbfcgm3btkH1XJ5s0GtPwCGwQL/QPM8VL+F1iYuIkSpKnEIr5yRyFdrnMDaNqO8qcK7tar6IktbpeyiZ0fn4BTlPfs6D5Asof5PRMiHzt9Gcqtq35JMoWyYkPixDzhxFC/B8WDb1nZbyLNki/ZspKtbG/JFD+uUGdikDy85B1YTNlgEL8tq20wD9g0rpMqrBfrS154qiPu5/v7PYuUrdylSB/aZsSMJGM2mrHLu6sFxNeLhaRRgzuz+2e1PwXBPOPvtsPPLII8mHtVSgezxmiESwlhiWgv8qm3dvnF550CS4m7JiaB9CT5UyrwN7DbbwSzUisA2NqBSF+m+rSgXnoOXndE5935vQR6syoenH9CGe52oedYJH/jAw7TPhmNM/PPJlSodePhYhRBSmTKgqr5ZVuAxoIKntS3tkqfZ51V9DZTj7x4xkYmeEySNfAfVKVIlD6hR/3dIX0EyctHy8oWwYK//lStutciip2qurvQyrVZEHdYdw4QhWr16dfFhLCZOWB1OJMCGEafivYgiWBYXVgwA6lt+GmSOAZsLBlBJRvQK6qVa8b4POMQgtPWYtw0A9FastGYtlgbX1dLUZJ1ZKtSZ11D8f0tY5bG9Ci7EWy36OZ4p7tOCSFCfzyvyBYPriCfIgZTpVttGcDCFAgsxlguFdm9cNRInfL5xYBzOu87pStVg0gzmuaVSDAorqtU10r8qCvDx41OxTWOTM5G7KheXXplWFBvHyYIFMlWsj+vquOLZt24avfvWrg/aZ8MRGIlhLCLfddhuOP/54POMZz5i4D+q/cjavBSt1GDg30ImHbQW+8fOCgRGToJmcwitzsdfO9jGF/LUJobKh4Mvy4JQFI+VCPl5wLoE5h8p+NLIhBIkMGvWSq1UE9ucmq9RP6ycKryS0RAxlW2/jZ9s5uR61QuWML/2/MddaYgfH6M4N72KWFe2fESeaj2Wud0gZISnavHZWFvrjSGM3HjenG4gT3ZPwoA0fXYkMGgfHK8rVgWb1YFUe5IgluwP987CSD2vpgP6K7vqYJRLBWkL4xje+gfPPP38w/9VEoL+jW/y0BsuDrJynmrKvbHllzF4HyoTcmD4eQ+vCboUzkXoVUqv412D0QxEmVeZcW0WrYW6dSJbXrIWJv2H8KGJ90Tyr6rVtq4V9COkG0ITo0C2aTJmwaSWhUbocHxYt+WmyqTOI2kWnT1UvADTMlJcDnf0IIf2hQ94qr260VLfaVkRC4aFdlxi3zsCqyn8S8ip89GCxArkqcECbzZ6NL6tUyA5oPw9r7+7NrefKcc455+AnP/kJHnzwwYn7SJgN0irChMHxve99Dy94wQsWdA7mBpJVhIiXB7n/ymLoPx+6lL4kZaaBKHjZVpwUNKoxBTqRJn4t/SphUpLVFZKa2USyYmXDYAQEJTl+Kc7AI/UC8YqWCYUSYXm+Osb8b2L0AlwCZb7qqkxIVaWyT3c8uvovRL48IzwtIQoeLO4B45s+g5rcyWv71Zjci3IQUy60mVhjBaW0t/Ez3zLnUFUWNKjJVnjfQYpYJAMAMdbhoJ5v7LcNVq1ahWc/+9m4/fbbB+kvISERrCWE22+/HWeeeeZUx/A3Z66OzzcQiqEQjClooarwrWwqFSyY0q51XMlpFeZJVKtJyFR4cLff1tdNQLIkL1crJa3HYgI+vtn8mRrVBYO6pj4tA6N6kTys8knZt/aUKvoe6j6t0iUqU9U5pioBqPvXpC3kCAYx0gF1eU9McyfXO8+l8h5/3ULVqqMkGJmNrAw0ildITKd7EgLAwao8eKgqD9LQ0SZSBcQVL2C4zZ/PPPPMRLCWAugPc9fHDJEI1hLBww8/jD179uCMM86YuI82/qvBQfvlZUBePpQyrYA608qUB0Pho21VLYmQkeONqtUE0RbamMjpNjXsmI71KxGelub3YHyDRL6GjO0IrSaMRVVoYlQ319JVgVr7RndUJIkQMnEloSFPAIwnymnLiQ/dMof+XjYqEs2KC5AWvukzLQuGPFfepxO4J3hkbUxIGVWxxNeGwAodS+SNnhbONZUFqXolRS2YdPcyzb1KdVd1qjuHUbKGIFUUiWAtDSQPVsKguP3227F161asW7duoaciQmkhnoHHMbTFrP8XxMaLlbgaVCtd6CCh6kSu6HgSWq4wjPftlsbKQwIhCqmGXUC2x5HmyaMWbOaVM0fUEorWxLtHSoakRGhIPI1jkFQvJ6/KDE+8XZ7B3XAzW8LTDskRwYiVNc6bcQgps+Oz11LZ0PVoaU+RCs3HZmGxsmFhVxPGt8yZL+K3kTalwaZ2B/Xyyo9VKmDGhzU0DMFKRveEIZAI1hLB7bffjuc973kLOgfuv+KxDYOi6Rccv0Hz5Pa2kQzcDB8qe3VQdjhZakWeSFtOzFiDsJrVepApfr/aeNWafFjOMdIXDxelpCtUJjQerQz+tSh/dqlny8nDGmuvuuCY2Knvy2RpEXiEiCpeALwkdkqSAl4sr0zIwY/HyolCWTCmXhl7mYK/ZQ5Q+rAyaMyNeVxDqU4dHi+rUtzb+bEMYqsH91X/Xw/qeWTVv0N7fqV13xy/9mu/hsceeww7d+6cuI+EGUD3eMwQiWAtEczCf2WwIP4rXhYMESdeHuTBoBOisyE8olrRrzMFLxkSQhF8f0NENgwBifzQUqA5LpQAAdQkKVYmBOETJK7B+wOB+LDELaGU6dOQOGEMiRgJBIkTp0a1ir227e18TTuj3KH+qjRpR9SqEAlzP5KJIJUND4xdP5ZJc89RNEYx0D7LFYTDIhndlwbSKsKEQTENghXNvxpqjNAmztx/tQggkpBYnpVzOKI60es6mNejalZfQ32TF8s2iywu4NfHVhm28WGZ49Xd3BIm1k8TmXLaUKWJbXEDwKzzt5tESxYiS0qqvsz/F9EzSwzzTuio/b+mbTlQCiW1b8HpExEFyj8mhY823VeUDRmtCJcuVw1qGzZarSYshr1BUVJlYhgO2m10ym1yJtlIug+SDyuB4p577sG5556LrVu34oUvfCHuvvtur80nPvEJPPe5z7WPpz71qbjkkksSwVoKeOSRR/DjH/94cIO7hx4SqiVKzH81EwTKUm3Lg61N7YwkTWxOl0JHGxAtGXJ0VbGc/iLvRVqF2QcSISP+LE6aKJniJUDeXlxJqGnOlXYUKgDOOZqF5U3bnAMr+6nA/60GdchTtfh8eD8tOU5wtWAXKJAVg/V7MzENc/M5lNKYK8p0d7PpM0etOrUjS2YbnRyFJV7G8L6vImC2b5KDNQQSwVoimFF58Morr8Rb3vIW7NixA1dddRXe+MY3em2uuOIK/Pd//7d9bNiwAZdddlkiWEsBP/jBD7B582Ycc8wxCz2VRv+VZ1Dug1B5kJcPGbQu2sUMyBd3ax5Sl2JfpfYtsq86+7LEpoGSoITY9jmtBmMEtQ2IguVAMrqzczzCwSFcVkHV5BrY9s4KPwqyJ6HjzzJ9kNwrA14WdMt9SiwDlnM082avPRUMrimevHZVM1WPQ8qCXtkyhKAXSyMe4VBuoyP5sDjabp9jYFcPQuNglY+xr5B/D0yK008/HT/84Q8H7TNhWMyqRPjII4/gjjvuwOWXXw4AuPTSS3H//ffjgQceCF7zne98Bz/5yU9w8cUXJ4K1FLBjxw5s3bp1QcY2/quplA95PEPMYD7J+Oa63krLBASjzzUdViYGEVCxZgY+ZsjEEyoncsLEjO5SHhbdMsdbSWiJjXLKgDaqgfsOTRuxDAhHreLRCzwCpR5LeP/MqxUyuYdKglGVK0SQzHyND6tQFUFT5bdpzC5smebenN6uvRys/WM5hqEp90rCQT1XXatwZM/k24lt3boVO3fuxKFDhybuI2FxY+/evc7jyJEjYrtdu3Zh48aNGI3KPxSUUti8eXN0EcRHPvIR/N7v/R6WLVuWCNZSwCwJlnfTGAIB/1UQTYSqTaAJLwuOx64hvu2qwYCy5JGcoYNGaZ/iqYhy1titoGK1Vba8bCu57OoPGlGfAuN6mVfkGnvcrA4MmN+dOdMu7GpA0o8lJq5XyyFfQtioVrBho/UAcAhQMPNKuaoTBydQ3mpC2qdzrCJFIaJFz0vnhDT3sYlnqMqBTTDlwDYqFd2PsJOipcpHPWb/UuEJJ5yANWvW4L777uvdV8KUMEl5kJQJN23ahGOOOcY+rrnmmuBQfGu6WITHwYMH8ZnPfMaWEacTJpIwKHbs2IFf//Vfn0rffBuPQcAJ1TTgrTasfFF9CU6DOtR3daAuNJTg65lKX4WuPUSUhGQd/q6q+tC6gFIT/D1GxhVVLHNea8DMi8zbMbrncJUse7xStez15TGlNTR5/9q2M/OpvozLc6ooz6lCozB3bdbWQBVAkaO+ZgzovCrX5dUehlmZ5l6Y4xkdq2xvzpsxzHGl3ethjjvjVO0U6d+Oo6BzWs5s9d0SlSqHTJF+5scZRnmBufkcK0bzODqfY/mouVzXJqJhX7EK67JDOFCswDRLGC0AACAASURBVJrsiE1770K+JoVSClu3bsWOHTtw+umnT328hEnQwYzoXVcqU+vXr7dHV6yQldRNmzbhoYcewvz8PEajEbTW2LVrFzZv3iy2/9znPofTTjsNz3rWswCkVYRLAn0VrFiC+8Sgv3OtH2tg9QbwfVd9SVsb9YvPwb6MeKCi3firATsRtYGVsc6RDYMNzFTBgpEv870hpJGX/ZzNn1m/nikegGRstRlWrFRYPtwyH3jpsNB+Wc7pnPYZKN+RcyEvlI5dz8aIju35t1RF5KrGDb8HmpQqyYd11PqulkmXdEauNPYV5YrCfYFk96FhCFbC4xPr1693HiGCdfzxx+OMM87AddddBwD4/Oc/jy1btmDLli1i+49+9KOOCT4RrEWO+fl53HfffTP3YMVsF9aXNaTqVTBCNQ3w7CSugnVVpxqIT4hESYnuk6KxjzYrCluSqaA62Ob6IDllpUalwm0NCbPb3pDyoZSdRUkW8WC548PJwoqJKyFipQpt1Sfz2otgMCoTIXaSeZ32Uw8AkTyFVgkGVw+G/lMr7ae5sziGkKE9BFoWPFxtBH1wXG2HU+1LmCtdPYpW+xFSHNDLqpJiOc8cCvmAKwkTwVrk6Fki7ILt27dj+/bt2Lp1K9773vfiIx/5CADgTW96E2666Sbb7r777sPtt9+O17zmNfZYKhEucjz44IMAgJNOOmnB5pDxFViTQutSEcjgG9z79Glyk5piGcwlHVWwriSIlu7aXEvbREt+5v3FSnW8De+PqkASiqIu1dljrqrkvY5d2wSP8LgqlZb6o20KVP4pOj9yTLFr+FdpSqbsVpXpUGin7FeXEstyYPz9NRwXyJA5Xpf7AD2CV1Y052Hm2dD3JHMrxhmyvEAxnyEbFSjGClmuOwePStEM++eXY+3oaPCavAOh26fnsU4NdzvbunUr/vM//3Ow/hIGxoRkaZJrTj31VNx6663e8Q9/+MPO65NPPhn79u1zjiUFa5Fjx44dOPnkk+0qhlkgM2WDIRQqWz4ktYhJOJVoXp6B6hXClJLcW6laTeVCSsB4X3R7lyHKrX2viZVsK5VKcZWreu6tJJSiGmhZtvpYtEO6atXLhI2asaPgqlIGu12OpHI1ZVAFzwfUKyl41It/MDENujwuB6MKj4Y5KKXtfoTz49xt2lHpAoD94zpgtEuiO4VRrw7pOeQqQ64yzD98Sqc+KJKClTAEEsFa5Ljvvvtw8sknz2SsIaMYjMF9kFwsvvpwKPM8nRddNUhKf+JqwcWO2Bxjq/zatm0cv+N1SsnPzUpPltpu1CdpJaFzzPZTdS2QruCU6GrajGydQ8uNpF02L4zBy4S8X3I+G0MkN7Ts1yaOIVYOtNvjVAodLwNOCqWAuSKHUuV+hDHYwNHIykITLLqvIl4GJv+KY8jSoMEpp5yCRx99FHv37h2874QBwP9jdHnMEIlgLXLs3r0bJ5544lT6HnIFoTW4t+0rplxwg/sQCMUyTKTC+PMawk/F++s6hyC6zmsaBLapnWReD/VHN30u/PP255kqWvSr3WtQwXiwTNioIR9dfh/75Ee5SqGkGgWu53sLZsyfFVW0QuVGyOctKuKleP4Vn7b7tqI4Mh41Eqm2OFCs6JyJ1RfHHnssVq5ciT179sx03IR2MLePSR6zRCJYixx79uzBhg0bBu2z9wpCp68BfmJ5qW+I/wlDrTpsM9SUNkLuQto6KW0hs/ssQedHVxAKapaYhUVB1C2+T6FVT+3q2f7fqygBk8gPPdeGsJmHUA4Mpbab1zR/y50XU7QChndllC1VTqBruY/DJLkfDm2h0yFQdG+xMnp+yC1zlFLYsGFDIlgJvZAI1iLHkARriBLgoMnuAypUnsF9GuhaHuTJ7BOWFwdRxwLXO5lYfTxVbZQnOgfjEysIsaLKFLkuVCK0yOq2YjnakI7KJ+XMWdXXeGnu3l6UhtTI7eiGzgBTn9h5MaahyQMVKxEaBYxut9NGhVPN7fS4THgvKt9VS57oodw6p390w8FiOXIUOKCn60vdsGEDdu/ePdUxEiaE7vGYIRLBWuTYvXs3Nm7cOPH1NAOrD8IbRHdQm6QA0kmVqmIgQuXEGLTMvSLnO5fyhsy06jhfuYuGufBoiyYiG+uPrjw0/dAgVGd1YP3cKlhN2VeB9kpQrzwyIaW5k1WIjaXCUOkucL6cj/w1C6VhCIqW07d91O+zVriU27YHTKK7AfdVtSkLmqgGs1WOSX0P+axi2DclEXbjxo1JwVqsSB6shCEwjRJhF2RDlgD7wNxIx+PhCulcoTBDceI0iXLVdA1VtVpvcdPxfXc1u0fjG4b4ORD68EqbEQXLHJPKgfxac8i0CRmIGPmq1SmmUvGcLE7EWsLOx/QhtinP1Zs08zEj19KVjELbWnVTgxCtTGnMzefRdpxwZarw0txDexI2IVM1R9+v5yfqI4RUIkzoi0SwFjGOHj2Kn/70pwtDsIYwvs8PQKwG9AgF9x1sd/Gw7Ya6rgsKX+0phxY+F3PMtBtoex9vHGErn+B4pkwYUa+ssd0SCVdxczZ87kiOKHxCZo67ZcRo2Y+cD60UpMeVWalYES7vj3MpMoyQLPEPeBrpIL7RwPwFHB3HiVYbmJWDJnzURDZ0CSM9WISztboglQgXL+xWmhM8ZolEsBYxfvKTn0Aphac97WkzGzMbwAA/yB6EgygmPQhVA6ZlbJ/Y52VftpxXlxV+wAQp95H2Tiioro/x2Ay+gbMTvUBIFi8f0nFaEKh6mxx3u5zyHGqZpEG1sh4vOgXuw2r7OQbKgA7hoqQuA7mL1G3l98uJXH3n0Y0rCZtzrpqiGgxi5cB941Wt+gghq/4VD0++A0ZSsBYxkgcroS/27NmD448/fiYho8OY1ocgRQMwvK6EKlpKm+EqO2qKDzbp+d6E68XNn82xCRWeenxhvtZkzrx41MSeqfC1IeJEt9ABas+fCRDV2jG5e+VAXgZk/XQGU394Sns5Zvk142XAQB9emZBmflU+Ky/Soe2f7vTP/ALoezcyUQ19sI+tHAytOuTRZ0Ng48aNScFK6IVEsBYxfvazn+EpT3nKQk+jER45myRmYYgVhX1IYihY1Gs2bN5V03xmAXFfwi7q36TBojRxXlKwqr41JVO0HSsHOuXkhjvuJH5XKSy0l3eWl+6I36rtCkPezsvUajF+DFbRYiStS2J7KKLBYIisrGngKU95Cn7+858v9DQSJCSTe0Jf7N+/H+vWrZvqGH1ygQbxWA1QvrMr2wyxK4qZ5F+5kxhwdWAE4l6FTWVCet5ZyTfZZ++tJGwTEup2ED/PVhLWWVYN10hlO2oqF69Da4+R2y8lMkYBM6/hzKXr73VN+5pnfcT8VIAllk77AW4qxXy3W4VZFUhxeDzyzO1t0bZkmCuFvK/qWmHdunXYv3//IH0lDIxUIkzoi3379mHt2rVT6XvC33PDYaEVK7o1Tl9Mi1jNIDHegzW1h0uEim82rXWwrdcm1E4qEVIySLfEIe15OZAnvFs/oC7HDWVcWS9Xg1LUhSw52+Ag3Hd9ATtPXputeKzPyxAp+9DQWeDnQmmnPNnH7csjGibZezCGJiP7Pl2Z4CeIc+iKtWvX4vDhw5ifH3Z1YsITB4lgLWLs27dv6grWJOjj1xrEAM8VkELLZEsqVc56r4TFBmEloejBKpgqSK7VIUI5qYJlDO2UqPESIR2Sq1WsHBhVrKTr6SlLuIB6tWHTG6IdhNt75b+WoGpUNsfO5Ro617JyZcgUnwffg7CB+EkkihOtLgiFjbZdJTgrmN+9ScVahEgKVkJfTKNE2GebHJPivmAYD7jHzwSYiffKH7S5DVOUvDIiV5y8IRqCX7uWXGIkmqwOhC5qpaoL8WXp8YqrVwY9Yhg4PAN8S0hkymTLxfYRlM7TVYp25WAImS4fMQzIZwwJ66Jo7R8vn3i8vUWZmzVNJWvNmjUAyj90ExYZEsFK6Itplghnjj4rDIfwaU3DkzUrIzobxyNQzP8lBqU2zLXV51ON65UIu8CQKZWVDymbiypm3IPFCJPnsQqtIjT9UfTJwfL6QmcvV/CPnVBfjGjprFKjyOvOy+mkkiR/RNAUMjoJpCDShUCWZVizZk1SsBImRiJYixhDlgj7lfWe4GW1GGZBsvoQmhgIcVXccyXtUdhUImwDyfvGS4SA78EC+v22ImSBh4Q2GuFj3bKkd4MuGz03lg4biI7Oy/M619aLFfKMyWGjXZlhfD6zxL5iuhE269atSwrWYkRaRZjQF/v371/6ClYf5WgA1UkXxWTq1YxWBc4MlKS1IczTWonJ9yPkRMqY3YkHCyAqFDO5h8dB699uteG9XXu/g1oJ61OCN0b2kIJEE9t1RvxXrebo9iXvjTj5zaePkmX2JeSQViLOGmvXrk0K1iJESnJ/guAP//APsWXLFiilcNddd9nj3/ve93DOOefgjDPOwGmnnYb3ve999tzBgwfxute9Dqeccgq2bt2KG264Qez7cUGwZgFJ7ehTVlzkxKrNSkIxzqFV5wP+BmqMY8g8ItU1aiFWPhSnJKSt87Fa39MHVHKc2Idx4Bx76Nw8dKVeVe9tkahLFDzrKlca+SLMvuJYu3btRArWPffcg3PPPRdbt27FC1/4Qtx9991TmF3CYkciWD3xqle9Ct/4xjdw0kknOcff/OY34+qrr8add96Jb37zm/jABz5g/5N94AMfwIoVK3DvvffiS1/6Et72trfhF7/4hdf3/Pw8li2TV9wkJEwdXtmQebAMiWtTXmPZVtE2fcCN7wuE0CbpfcqRrTDSUeN8QjcsW7YM4wkW11x55ZV4y1vegh07duCqq67CG9/4xinM7gmMZHJ/YuCCCy7A05/+dPHcY489BgA4cOAAli9fjic/+ckAgM985jN4+9vfDgD4lV/5FVxwwQW48cYbveuLokAmLaFvibMv//uJrwXCN4k2WOgb3BMO0/JpxWDiMWiUQ0i1svsJEq8VDSxlCe3OcY4u5vRJw1RV5NohVid2MJJ7c2MlQr28gF5eAKNh/s817UcYQ58Nn81GzxxtTO8HpxS/kmUZio6l8kceeQR33HEHLr/8cgDApZdeivvvvx8PPPDAFGaYsJiRCNaU8C//8i/4i7/4C2zevBlbt27FNddcgxNOOAEAsHPnTkfx2rJlC3bu3On10ZdgLVn0ChCdvLy3IDEMiwBiDlYEWhdho3tXdUoq7/JLl3B2WZ/FcNk8ZBJWmUlsSXBFAawoSCYW8Wa1JHAL4P9dEpiEYO3atQsbN260e8gqpbB582bxd3zC4xtPwLv3bPD+978f73//+7Fz5058//vfx5/92Z/h//7v/+x5RbfSCNxAnrAEa5K9DPsO+QQlV73RVCYMbaNjYhq6oAdZ6beKdvJxE5Y2br31Vnzve9/rfJ1i/x9Cv+MTJoPChCb3Gc9zumtcn6D46U9/in/913/F9ddfDwB4xjOegbPOOgvf+ta3cOqpp2Lz5s144IEHcNxxxwEAHnzwQfzWb/2W2NehQ4eemBuO8mX70x4uU4lkDY1peo0SElpi1r8/N23ahIceegjz8/MYjUbQWmPXrl3YvHnzTOfxuMakkuuMZdpEsKaAJz3pSVi5ciW+9rWv4cUvfjF++tOf4rbbbsNVV10FAPid3/kdXHvttfjYxz6G+++/H1/72tfwoQ99yOsnyzKsWLHCereeMEg35kUNxSMfbHiokKFVX9R/4B5irp50VSXiqw4TFj/6/P4855xz8PznP7/TNccffzzOOOMMXHfddXj961+Pz3/+89iyZQu2bNky8TwSliYSweqJt7/97bjxxhvx8MMP4yUveQnWrl2Le++9F5/97Gfxx3/8x5ifn8fc3Bz+9E//FC94wQsAAO985zvxhje8AaeccgqyLMO1114r/hKYpP7/uECmJvdhZdnEPqwnqoqli6KzDwuAXx7sQqKsh6vZFD3VVXdTRh9y1idDs0+mVUKNSW0a27dvx+tf/3r87d/+LdavX4+Pf/zjU5jdExiTrgic8a/3RLB64tprr8W1117rHX/JS16C22+/XbxmzZo1+MxnPtPYd1+Cddt1f9xrJWGRq4lXEupcpZWEs4QuhllJ2IfMUBVL6scjZFUOVs7iIMzXfIHfz2IgdtKNpCpz2CT6I+XnpEz5gyazm2sb3oqJpNIAVNvwUgHL88mTVtflhye+dvWUvleTEqxTTz0Vt9566xRmlLCUkAjWIsZoNMLc3NxCT2Px4wmmOk0cImrQ9vqiKBVBmq6eKWhdlGVCXh5Uqi4PSknrpj1HKJU9FD4aCSU1x3Te7zNSOmLX0M2spWgaX7OvHVBvz1ONcbT8zLXCYFENiwnFAtZo5+bmkOfD77eY0BNJwUroi7RNQw9UJnlT+uq0XY5RghZ5onsMutAyEWtLrrr81U6JjiFlMQVLayDLu80nAFs+HPIePEXhykRO6Mggmt3Po2SP9z9nPuNJZpfAsX///sH2g00YDpNue5O2ykmweFwQrD4xEwsdUdFUcpskamChQEM9DdomsCvl5FV5Se52DB3/nhVEeZLIq2OUr8uFSuv6N1XMSN9i1akq/NgFa4DPOmZuCX9Fc3LUFkrHr1VCIrUam4cqH4U8p7Zova+hgGWjeGmw0AoFYYljrTCuXq8ZHZl43GkjbVeW0AdL5O7wxMSQO7n3W0W1CLwoT1S0IXCM6KlMuepVAxF0DO42Rb1gr4WbLydrSsUXGPA5mT6o9yqUgca7bcpKK4RrzKVV+c78XPcJMtVZOZc+VSyPWAW29rBZPhVJNMTKXhMdhLWhr7PFKXcVUCga5MR1dofs6WDfvn1JwVqMEP7gSFvlJHTCunXrlr6CZdDHEzOAgXWiVXKLFFNb6di0BYwxVRv1iRImQ3i6fs506xw6D0K8uq4itO1zcr1G9L11JVlNf3R4JYwWalew7BG5MehM282hSxWrerCAxcYxuoDMp0m5WsooigIHDhxICtZiRCJYCX0x6U7uMUxawgAAPVpgJStkNg1ttzLEnnG0u8Wq5LFym0fA6PnYe6AkQ9roOVNQKnNzsMx1bRSsyJydfqT5SG2k8mGnEl+DCkabWtUr1ACtf3m3MsBHiJYqyv/HttRpFC2j2rW1DmZsnBnfkNbmR8Xjhc4aje3rs+mXFQ8cOAAAScFKmBjJ5L6IMWSJcEjoTE289YjOMqi+2V59Ut5nnBA/MQIlvUFJXkVWWuVg8RWEdkLEuE5XETaBlgh5TAPgE8FJ/hSMrTYMXZIZ1cu8nmBcAhp/IClWQPjHkZ9XBVAsq59HYaIahPKfHqAkmOeM1FcfmG7hxl+ZD7cyejzFFQnmd29SsBYfksk9oTemWSJc8HTqITKO+E2YRgU03eitiXqIrKUpmN3brmCc1H9F1L1WHqyQwX0CElNeR8qMlGEIbMMp3xmCTMuHBRmfrSrUVokzr8sxLA8whEpSlbTuruKQ9ub/WNG2FBiANcAL11gfVqVc2b7to8X3peE9UtLEidWQGLf4pbROTZ6V1RX79+/HypUr7abNCYsIZqucSR4zxELfZhMimEaJkKNPXpAeBX58upTmhvBX9SU3HQiSR2B4P0Mh0Fe0/NfivDWmS7KJRFC9TWvZasTQZs68X++YoILR59yDVbB2kfGCfqomUzwQJBshTxNAVK+KSAX/TzWRNUrOKkLlqV6sFGgN70X8/5GdsyFdHW80ofBRrVUr1QoAVo/kkiBFiGStyw+57aCmql4BpYKV1KuEPkgEaxHjKU95Cn72s58t9DQaMcgqw2koWhNgUfisoiv+Os6P9hXyqhlw9YqiIlQTKVhNJVlJwZLM76GxKlVKmoPSOm5gp6caxBltVbHSRB72Y7neri6Klc4h0gauTEn9qcJVsqDQ20M1aao7XQG4Mi9X+rXxVvXFWGuMB7IA/OxnP3vi7QO7VJBM7gl9sWHDBjzyyCOYn5/uUmRgKJI0QB/ZAKnJQ26bMaucK6OidSFXQnuvPEgRyMBqFcLKx+YKloRJ9iiUrgeCv6kk8sQVL/uz7ZjjyXmW/k6JFIDgz3VI0WoDXRnMdYaarNFvj1fqg3dzcMbX5QFLrFpNwu/Tgvu0mOrVRrlaNWrnteIZWRTrstmVBDl2796NjRs3Ltj4CWFwRbnLY5ZIBGsR42lPexq01vjJT34yszG5X2QS6CEiEWKEr+0NO1Dm6owmIjMjNJb//Avq5wH1SmVZ7cGKhXhycAXL6bTj904qEcbAPVjmutCqQEpcugT6d/RJSePWZM0QKdW6TGhfS+d1xXeKQLWP+7BaebFU+WOuFUqWNtnP+PKRUazCxKkJvCRoUCBDIdy2QosnsxN2TDQ+AOzZswcbNmyY+PqEhESwFjGWL1+Opz71qdizZ8/sBx9AjQp6tLqA3+x7kCWPSATbRXxWzYO0V71aqFYTz4n320a9kkqEWvsGd9qfozK1eN9N0QusXGgJlGBkd86ZS8wcMna9VbOqdpTTVWXE+lETJqWr91poQli0p3LprCRvnvo1KTjJqvxYSkP8rV2muBsjL4JlRPOe7LmKULWt3MWUq64bPUs+qj4bPhuszpajqP71wZ49e5KCtViRSoQJQ2DDhg0LQ7AqNGb2tDG0x268Xc3wQwaGGlVnwptho+Gdkxx6bKjVi2w+Fi1XITorCPlnbLOtyt9KTsCoU4o0RKdFintIwZL8VSbnCqh9VgZOZhcsSWv0XFFobUUanu5OiZN7Pt6lR2pCv9S1e56WMGxEhKoJlWL9iOUP4eP3fFum77ZRDZGbkgkZHSJsdG3u5lqNdVY+UD2q19E+1LCr/ZKCtYgxaXkwEawEio0bN2L37t0TX3/bdX88yDyG9GjpIUp3VqmYnt9qsDJgT0I10Tz4eDx1vQ1CEQ2hFYRt9iGkc5NIWgwS+RKGtKv4TBsFR3UaJAeNqFneNCPdUwJYkzf3q+2ffvXGDfTPohrqOIp46bQLTFRD2/IfLxUWOsOqKguLE6uuKDSwZkrV+t27dyeCldALiWAtcgypYA1Bkkya+yCEK6j+tFDFvEumQLi8QWb/36VtJERrEhb6bNseA+T8sdh40jWAuw9hoP/GbXKMalOpYNbgHhPwpFJjAbuljjaEzJITxdQfodyoCVFiqwypoR1ooQqHph36K5z6soQSqJjW3mXcaiVhJmRgGfIkPSSEQkbNqsM28QurszLuYY2a7uKfVCJcxEglwoQhMI0SYZ/tcvy+JvUqkRu9UT6GiGqg/dO+B+tXNrz38m2JwwzY3yTqVQyhFP+uCf1SFAPrX/GyIFHNouRL2IdQER+XkwsVAzsfNb637Mtb0dR0AyDHPdJWkTuHk9gaIxsnNCferlK7VFZ/P51vQ2CaEkxEw8p8fmLDu8F6sqJwPOVbl9Y6lQgXMxLBShgCGzduxI9//OOp9M39Jb36MuSI9aWV6rxZryUwUyBcivuL+Nymkco+ZYjxDcHGijQT2rUp34aIn+TnakIXBYt5tbwSIT3WQCTtvd6qVOx1bMox4qL9dqHzpo1zOqumQOMbACfJPTR2NCeLrySkzyuFSue6/tg0OoWIcqzI26lLoVWBFOsyeUWh35dGMdAd9LHHHsPhw4cTwUrohaV1J3kC4uSTT8Z99903k7EGKfvZvgI/Whm6/9RlGZx97ia5kTeOIZOUWcYxtFbCuhDANvOXPkNGULy0/NDn3nnLnJCZqLkfibiLZN6W9uCW/qqxlfcVqLOyTL+mD2Z2r9rV5UF3DM2JUhXT4MU3cP+VVNZjxz3zboy8aVhju517x/+Hsb2xzQpCE9EAoLFcGILJvjIrCtuQsKFx77334rjjjsP69etnOm5CO6QcrIRBsHXrVtx3330zCRs1sFlYtszCPB1dYPrI8+HIkMGEpUUn+6lVe4H0RDZj7lrea90+oK5pyUAuXt9SvaJtDaGgKwgnRRefF18lyNqL8Q0GTqSD0J/t1/xssj457PZCgX5C6FJ+lMoXoRtDgHAZslaa+pVbTiQYYkXVqPJjjfKxJV5tPhrJp7W2IlLGWxVCyJ81Jm9klVpWz/GEe5snFMCOHTuwdevWia9PSAASwVr0OOmkkwAADz744EzHpaTK/NU+qTnXQXUTt2XJAcuAntF9Wj4sO2C8nNhEnDoRsQZCJ4If7+G/Cu73yD/jPh4vvu9hiETx+AYO6ZiU4m5IBrOOUfUJgJ/wbkztdEpmT8CQINfw17N0npvjnbKh9udTvmAdx8qG7LxEuLK8AHRtcM9yHS0bdikrrhX2JixINEMXrFa1BDjWBcZtN0sPIBGshCGQCNYix2g0wsknn4wdOyZPJB4aeqQANYx3y2IaRncO5rvyE8ynUw6kJKizwhUhcY2qGg8X5e/bHAcmL7tyQtXgqRIRULaiJIrPgfdhTPCGTIUuNSqWVcZIn8TzFBvbEjKyirD8CocIFblwnPmsbA5WiCgJCGZvtSgb2qfmv0JWvW+lg+MB7RUrAFg5mkcBZVcQrhm1i2YYa4VxgKytUWVfq9vmeXVEIliLHPxnvMtjhkgEawlg69atvQgWzcKyv/ynsJJQD2pKZ4SrSY3qERga7KftasGWnqip+7lCW+O0IUxSovuk/q1oeyFOwykHKnvMKdmFVhDSPQelLXcUPCZADe6hUFLrR8wUaYvw+yW/vMWSHtAcgmqUJuk4eS6VDYM+E1M2zFCWDa06R8grTTYNTa2DMrW8WjG4ssHobghUmxBRY3Rfl9XkjJYLxwPfORPBWtxIHqyEwdCXYMUw5EpCCx4o2hVNZEkpIM/r5+SrygPMMcsmLxW2IVDTWH3YZ+PnQJSCqF4BsoJV9dHa4O4NNkG70CbSUtp7hwUT3v2bebxMIGmURJmpUNWJ/cHibJ0jlPFMRpYZy27yrNk8lXs97PXkqzkOOh/znnT4ZjLQTWaUF9BaWT/W8gES3Q0MoVqTHQmqWBxDkSytFkeY+AAAIABJREFUdSJYCYMgEawlgGkSLA5vldQQ4ISrK9GZRJ0y1+SZUx7jMQTB/Qm5itU22HOIrXAayoLi2C3VK92UVeWQrsBn4hGdFgSsLdnqscm3mOxeESa6jQwlUSFjuzWLF9rzXBnyJHuaJrvJO//fupYCpes4KZmgPKIqv5UJGs0rP9ZI2HOw6LAxdKEzFOwXzOoq0X1tYC9Co3L12UC6LR5++GEcOHAAJ5988lTHSeiJRV4eBBLBWhKYJcHi6Jrc3iX3yjO6D7GFDkrFJWjKjl/YeezBt9PpolrxaxuHyGRCKa4orAio1O9QEQ2hayX1SgIzv2vpOb1UsZ9l8wuXp7gjUi0jBIqqUeVrcq12iZgXKlo99845Y4VLgcEYB+d6JR7Xpixo1DMTLJrr+niEMLUtF5p0dkqKVjEfFt0qZ0zato1lGOvyAQCryQrCFRt+1Op6CTt27MDmzZuxatWqiftImDImIVcLQLISwVoCOO2007Bz50788pe/nO5ACrHfqwCIUZd9nQp4GZD7sULlwBmhVV5V6MHPN4zTdsuc0P5+XiyDpLRIuVJ94xmk60LeMLEt3Lk6xBD++6hIl92DEGUbJ5/KKnCkHxAVyZzXdK6mjUxaYisIvXJixo+j9knBJWi2XaA86BC8Koy0vl7XxwHoPHx3UToivrXMaaFEyuRiGR/W6tFRR+Vqo0I1kazVlSy5Lqt/DwwRNnrXXXfhmc98Zq8+EhKARLCWBI4//niceOKJuPPOOyfuQzK6DwlLtMxNZDTDHy3mw/LUl1BsAykTiuqOKbXRcuFQW+X0Nca3Ua1i5aqWERat4xnaqk6Av7pRgKeCBpQqT3XMAm34WIxcKaZM0TaGOFE1yQsUNfd4EzzKvFV8jFCsQlPye6hd0MQrkUGqgnF1K1RydNoo339VEaoV+bxVt5pIVNsgUhM8uiY7gjEUVmdzjfsV9sHtt9+OM888c2r9J/RHMrknDIozzzwTt99++6B9OunTmBLxsvELyn3N87AmRR/z+iJGJ9XKgKtXTaW8oOF9gvJg7LwlOITwdiknUoN7AGJZmpKbSohzMrBo06zOxxLzqOATL2ecmHrF1SjAVc2ChIzdEDqWOfi14g1mZFQuUiYE7D6EKiu3z7E5WEIsgikZxsqGdekv3MYQqdXZUYx1htVZuziHIbfIARLBWhJIJcKEITENghWCF6w4mq6pFIDrw1KK5GIFyoQLjQGT3KU+uo47UaioFM3Qpu8hECr7hUBzvCQzO29OS4QgP8v0mFKO/8qZF/Vi2bJbPWfHKJ/TtqWqFQsclZ7bOeWwexEC1a4KlKA5W/LAMd475UMSw+CUH20/pAzqTQIiWZp0X0KOVfnR6uscxsiwOg8nuI+RWS/XLHDo0CF8//vfTwQrYRAskrtVQhPOPPNM3HHHHQs6B57oTn1YU17Y44OXfTgR61ImDIWPOqsPWbmwbBwt01GyxcNGQ187lwRDKyxD/qumaAb7soV6xcuDgVKtN1+pr9AYPAsLRK2i75GRLtrGI1c2koFfQ75S/xWENuZ7puGsUKwbAo5HStM5wZIhz7TeoGK1KQOG4xmU/Fd8sFxIyrIt+LrZh3BF9XWlzcOaq17PBa/tkuBeq2HAmupncLUa2fOrNtzfPNkA/ud//gfHHnssNm/ePHEfCdNHKhEmDIozzzwTO3bswL59+xZ6KkEUI/fGqkcZkKH2Y03TEA/Ey2JTHTdzv0abxklWJwTJWIBcOdfGy4NRc/tQn3EgEsISkZjBncCuXJX2JURFgGjpj0U08AwsT2Ui58oL63n5eVSu+uv0Y67l82em9VAshLtptT+2SJRCpRF7vCag5SpCWPWr3h6n/qpRxTUAWFblXi0nsQ1m1WAIY63EmIYYxsiwWpUql0lwX5f5IaZF9a8PTHlQLcTvkYT2mGGJ8J577sG5556LrVu34oUvfCHuvvtusd3//u//Ytu2bTjttNNw6qmn4oYbbkgEa6nghBNOwIYNGwY3unMf1iwQ9GHlWZ1dRc4jz0vyYlYLNZUJm4gWVbGoh4upWI0ZWU6fU/oAY8qV2D5yvMnYTlQ/q2AFAksbwZUqFSB0fI7SsZDBvUp3F7fUEcqD4hgFZP8WVbMYuCJmCQr/C5mW9rgHy6hkqK91B4l/lUzu9WpBOMSp/j/OSCFdhBsiRYFvv7RpMz9fP2/+v2E2el5T+a7W5Yec1wAa096HQPJfJXBceeWVeMtb3oIdO3bgqquuwhvf+EavzcGDB/Hbv/3b+Ou//mv84Ac/wPe//32cf/75iWAtJczCh1UTL/cvccmH1TbvCsDw6hL1aYVWtFWEzaa70zJfw3yCyg+FVJ4LRTJ0QdO1LZUr5z3QzeOo96qpnBeMVAiQz64QSoBl/5CPh66lzUXDe73iz7HzmHG0oD4ZcknOWTUL9XX2KWtjjetmWBr/YOdq+jd9wPFgxThFq4wsM553TIX/mp/gL31Otkw8Q/21VJ5W2a8loVpHgkUNEStVsPj/mzFU+dAa4z4bjDMkgrVEMCMF65FHHsEdd9yByy+/HABw6aWX4v7778cDDzzgtPvkJz+Jc845B+eddx6Acg/h4447LhGspYTnP//5+O53v7twE1A18TI+rMKU/4w/axS5YS8gWoePci9SzJPVevBM/krPtyVkk5YFmxSs0LY4rO9G9SnWtjE3rKWyxaYYXEFoFMlA6dDxX1XlSGejZUq4Qpta025D+xpaEqUcw3lTJAMtK4qZWIgd124ZMdduudOY3KstdZR9XY1NUty1VshMmntWQOsyzV1rYFlWlQkr39WqUe2zCpUKTcRCUe1DGAIlWbFMrNVqZIlWH7KVDO5LB309WHv37nUeR47IK1Z37dqFjRs3YjQqPX5KKWzevBk7d+502t19991YuXIlXvGKV+C5z30urrjiCjz66KOJYC0lnHfeefj6178OPeBfbI3oqVBoXgasCJlUJtRKkVgHVia0m+/m7HWDitXV9G6OdXnfkgGeI0SyuihcXcuC0vkG71V0rC6lvSbExpbaxNRGvqpQVY8qYNT+7IVKjVbZEuZEBTZDlKq+7eUFawN4vikJwSBR1gclWtHkdzOfSX89iBIfOR0gTLFfR7WyFfZdUZJFn5uYhjXGf5UdrXKwSlK3TpjO+o07/YMtceutt+JpT3saTjrppIn7SFga2LRpE4455hj7uOaaa4JtuR9Puv/Ozc3hS1/6ErZv344777wTmzZtwtvf/vZEsJYSzj77bDzyyCP40Y8m3waijQ9Lh8pCQyHDsMsrpmVu5ysL2fEgmsiW7adlGZJ+pXMQ3re3YtDzHPUzAZdzCcw7pO6prPXqQcljFR2LXSMGjNLyIANXv+gehO4xFSRMfKNncUVelQDPDezBlU20jJjDUb686AZWZqT9tiVb0RT3Doj5ssz2OKvzORQknsGUCQ2hWp0dbbea0D6GycG65ZZbsG3btmRwXwroWSLctWsXfvnLX9rH1VdfLQ6zadMmPPTQQ5ifLxVarTV27drlrTI96aSTcOGFF+LEE0+EUgqXXXYZvvOd7ySCtZSwevVqnHXWWbjllltmMl5tklXyV/MLn5UJO6ONKZ3fOLv6v8j8oipWJLhUJC9NZbAhSqUSuWozP6+frM4Zk1bbdQ0WbakwBa8LXZPBP691SYaYYV0mVOQQLQ86OVb1czcby38uG93d/wNln3COUUEolOLOg0dphIPXno1jzgWN9cbEnpWTcTKwNOxqQU3KhdCwIaMZ2+Q5z+TVg8tHY2itsMLzXbn+KwlF5aUKwVG3Gm5XfUnWLbfcggsvvLBXHwkzQk+CtX79euexYsUKcZjjjz8eZ5xxBq677joAwOc//3ls2bIFW7Zscdq9+tWvxne/+13s3bsXAPDv//7veM5znpMI1lLDtm3b8NWvfnWhpxGFF9fAy4Tm9ai62YfS3r29B1lZjZ9nZcfON/3QKjbU5CVofhcJDfkcQqoWV6ho2w5luqgpX1gpyefgkKvYuE3m/9jqwUlBvzfMTyWGjlKSVP1MOTEL8JWr8ph5gvpn1x7TZAWg8klNqLpGeRUjPsEoB6FfXj60AaIhJUzKvBKUtWiMg4BYants25umbXEoyRpHVLM1ah6FBlZWb3a1GmY/0oMHD+Lb3/42tm3bNkh/CY8fbN++Hdu3b8fWrVvx3ve+Fx/5yEcAAG9605tw0003AQA2b96Mq6++Gueccw6e85zn4Ctf+QquvfZajGIdJyw+bNu2DR/96EehtR5EytaZgpp0KX603/KrGMI4TbT8TJTKyqynTPl742ldEgm+2q5pNVusjUEbkhUbgx8OGdrboK3pPEI8J1Ku6PM2/itaKmxjcK+ut+Z0pRwCZK6pc7BgDehawclrs8eU8pUlSn7glv2KyDZUihIljXqTZqI4KTqWIUCUADJ4Ce+5ro87ryv1ykQ5mK1xRuGf25D3KpSubo4XUMjYZNeOqhT3ajscUx6st8mpfFfZERTIsC47VB33097HrO9jN+4Kvocm3HbbbTj++OPxjGc8Y+I+EmaHSUNDJ7nm1FNPxa233uod//CHP+y8vuKKK3DFFVc4x5KCtcRw9tln49FHH8V99903cR/UhwWUv+yLimrzG0LbMuHUEVOxaHaWbceS3WM39KC6JBvmvc2h+TyH9IRF+hK9YROQq0b1yp7rqAzyUmywHSE8llS4pDe2+XN0TpKZHXBXENLjCkDBPFv2+y9cIyhWdqscRoicY4qQKElpQn1NvZF0dZqa4uk1bVQosd5JjmV09SBsyGhONnfWWjllwkIrLMvKMuHKajXh6mo14fJ8HgWUjWeQ0JTiPkatfk1rk+fkv1pi6FkinBUSwVpimLUPqy24D8sStJF5HSgTstdimXBSwiL5qWh5qYpuCHqyWiBamqNkq6EEKbaVfFIhchfzXMXaNCFWGgyRVzqOVzIUzkn9svdvS4G8zOcQJaZ68T7NIcMT6X6F1AjvpMqzbpj6ZI5ZkphJ5+CW94Rf9FZpMq8Fw7rtj4GWHhXxVsGQt0wzwqf8G03gBkTj09zjzZs7+8cyjLWKlgANYm3K/CtgPODN0hCshIQhkQjWEsS0fFg666dI2S1Lpo2Q4sRVLKpmOV6vrEWsAiEWkoeJ3vxjipbULycQbcuabfqnc+ZjAt77dsglJUOCMdx7H86YE3zfSWk2WuqjP1d8ZaGUcaVUTdzZCkK7pQ7qPwJMiZC+D7dEp50yoDWzG1JkPjbutyJ90JBRL9U9Y8SphW+Lh5jy66KbTdNyIUAysMqvWWVqt+rVqN4ip9DKbpWzPC9Vq2X5GAWUswdh+VUOF12dHUWhFVbnR6rYhSq9PXPT21erIxjrzMY0rKvKhKsr38G6LMcYGmPoXuXB5L9aekh7ESZMDS95yUvw5S9/GePxuLlxAKZMqJVfDqzLhe5xsUxIbmb118y9fqRQhpROqGKFMq94GbALmOriqVimjdR3w7iUcLUmRbGpdilHdoiUCAavxvb/a/taimZoU64N9Rs6HjC4m9WD2vl+1tdo46lSLmkypM85RtryvjgJC0U5FPZn3L3OSV5XldjFiBtXluiNQkqCpysGzQpCB2I5UckTD6DJzO4dJ+GiwesabkcmvX1o3HLLLdi4cWPyXy0lpBJhwrRw7rnnYjwe49vf/navfjpG3AyDruW+ru1DKlYX/1AoFiFUciRzlIgQJ1wSYQq1ab1qMaZahd5XCE2f3ZAqJVWnWAnQQczcbiIc6PnK4M5XD7pj0/7k5239V07OlTMH1AnuXOki7aW4B9vGqFeMTDVyDaqEmWuNWjXSbjmRqFnGg2WvtSsH3e7brBqMQQoeLRD3Y5Vt6vyrIXDTTTfh4osvTv6rhMGRCNYSxGg0wstf/nK7RPRxCaNiWbXKKEwtVKy2pCykYpljXM2iGMDgPpHKNbEfzb2msTQY817RudC+qXrF29CvdD9Ijib1LOZjE57T1PVYGdJC8F/REqATJgrIBK4iU9R/Rc8ZpYv7tehY9nrJBM/HZ2VDZ1Pn0F/tdMwAT6Fb5IyqzCu+Rc7KZWX5b0U+j0IrLK+Or65WCy7P5jHWCquyst3a3ISN1uXCMTK7StCUC9dnh1BAYU1WlhFXqrLsuEZVKe7Vz2UBjadsfEh+Ay2gtcbNN9+Miy66aOI+EhYAScFKmCYuuugi3Hzzzb36+Pb/E1Ldu5YJg+VDVia07auvI5cweWVCA+knVLrRSivhmrbRof1VN32V5xCN79K4sWDSUFlsEoSIW2j8iHIV3JMxRFJCye9N7yemlkneK6vKRJSpynHtXQPAbo8TmquC9UHVfq56PE9hYuTKUaIglPHAy3TuFHielXMuYnA38/E8WOx1bF9DzTxX1oNlgkWNepUVwZuQZGjXOmRmlzdrblwt2GAAbVLEJsEdd9yB/fv344ILLhi874TpQfV4zBKJYC1RvPSlL8U999yDe++9d2pjGH+Kh1n8pCrl/3SGgkWNipUJoYMhUmSvaVE65MGfUtsuJIsSJonYhM43wXuv9Zw9YhV6P9JnJSlbtB9n7g3qFb0m9h5EEi0fE8uDAnSuKkO5BhQhK4HndCxnw2eFyuNlTmqrONGxvVIiJT0dDe5e7AO7xuZu0fwr8trpX4xqqJ9mo5I5GjO7SXA3EQ0mwX3FslJVWpaNHfXKoGn/wRihaioTDrG5M1CWB1/2spdh+fLlvfpJSJCQCNYSxfr163HhhRf2VrGmDqU8cztVsbRS0BXZsRs+M/Kj88gNOQRpG5wQoeGvpZJhqF/nXETRCo1pjrVVunhafaxfAq2JEtXGi9UllqEvJPWKnpO8WY5nyRAf93vr8Qhh9aCFRv1+jDKl63gDx1SOmsDYsmF1jbddDh2LGdyd8qFCa4O748mq+mtaIWXM7245UfZauRdG+gyoV9IqwjGUs4oQKPcgLHRWhYoqu3rQfF2nDmOsM6xU8xhDYV1WZWyR7/MJJ+4OT7AFbrrpplQeXIpIJcKEaWPaZULzi7zg5UAv48q0V+zrFLxFwe1xzOu8ua+mkqHTlGVlSXPuSrYat5sJXCORK7F0qNC6LCgRTik7q83nScuqTepVi+81jVQIbfyslbtS0BNFqvKge5FpS8iPs6UO7Z/1xcagZcO6nfBeuDGd/LLnRInOM0Sm+HsBSrWKEjlUr2PlQ/vaRDSMCi9gFKj3HzRf7aWhVYOR4zEUEWXLrCIcanOIXbt24a677sLLXvaygXpMmBVSTEPC1HHRRRfh61//On7xi18s9FQmhxcsyl5PomKF9ipsRRIYEYhlRkn+rCayxUkSPxc6Ls23K7GK7W8YI1e8remLvm6b2l7BZlvF1CugVq9i5ULipar798eDR3J03ZbEMzhjmKb2/ZoDgBQB4RniuRoFl8R52+HQvnJ2nN4cjFrGFCl7mpUa+YpBRbxX3vjmUGjPQSgst0nu89XXMgtr5YirVybzipvc3QwsbnJfo46iQIaVmTG3m69mDuhNtG6++Wa86EUvwpOf/OSePSUkyEgEawnjpJNOwumnnz7oasLBVSxrcpfLhBOBb49jyn8hxUxaDSgRCgraX3T7mAhhaVvua4NJfVmxvmLzifnBmshVH/WqGoentBs4gaP2GqGPwDnHr0XLiFn93O49WF3vrSYsDKFhpMwhX2BJ8eYal4TV82Jj0L+2M0PYqja8OhzwbUELZVJPvao/52zEAkZz13s1ymtKYxSqEAGTUCATzxnFKrxVjnx8Y8/y4A033IBXvvKVvfpIWCCkEmHCLPC7v/u7uP7663v1QcuEg0BBLJM0kYOpqlh8yx1u5qbHxBKdqppkzld6Lki2zNeYIsSPdSFUkypXofGbxqLXdVSuAEJyqHrVtqxLXjea253vMZ8DbSc/F7OxqrKd58kyP0IOkXLH98qPknndjMHUNjHSoTpWGN+WUaj4jYSeqzZ71iy9HXDJktbyvUhrhWWV6X0FVa+I98pEMKzK51DozNuHsIC8yrA8lwUDRwsNm9zeFz/+8Y/xta99Da95zWt695WwQFjk5ApIBGvJ43Wvex2++tWvYs+ePTMZr81KaV/dYl+riAarYnU0sZe+G0ac2myDw+MbJON7aJNoc30V5VCeqv/7KGvMV05brw+JODWRsBDaeK1iMRMhktlHIYupVy37DuVVWVWLvkWqNtl2kf5avjWnrEdLhaZsh/q468ki5UE6Ji+/MTULQFipcnxW7DrBT1VHOGi/H0ai7BQrdcqUDfNRrWJJvqnQPoQhj9VYK6zNDwOg5UCTgcXM7dmhKvtqDoVWWKPmqvb1hPuSrE9/+tPYtm0bNm7c2KufhIQYEsFa4nj605+O888/H5/+9KcH67OpTGiXhFMilSlLqPqNHVGxlKrzs2IwN8Q2W+nQtqGVeSGyBZfUiNlZMXVLGouCer2kh700QKxCQamc6LT1eHltAqXBCDzy1KJcKKpVoesmKQ+CK1qEhBBlisYzhMqCHJx88WMWkXPOtjfOCaKCGTLFfVsULLpBZeZr4ZI4ofRniNaoUq+Wj+ZRoNqHkKpXo6OlQiUw2bkix1whRKkAjZtA8y1yNp3Y7w/K6667DpdddlmvPhIWDsnknjAzXHbZZYuvTFihUcXKXULVCk17FUpo4wOKlghZGbELOMkKECVR/YoguDqQXxs0kDMDvUQkY96r8MTqr+a9tPncqPcqQkKkvnqVB4mB3SFOqlKUlP/HBu2HlgXpXKLkihrdhY/G9seUKscgb0uD9Tl7A8m1W34k86P9UWR5+WatepWVKwpNirtBbHscg1X5HAohmmHt6LA1txe6VKkAf4Nnc5xirOtHH3z/+9/HD3/4Q1xyySX9OkpYOCQPVsKscOmll+Kuu+7CD3/4w8H79pOjAyqWaccIFYDwDZPfKKt2VqXiRCrmV7J9sLZ5Xiotihxvs7owVjKjhIMRJRrrIJEfW0p0xlLwSBggXy/1HSJmUkmwzWfI3yebV3muhbE9RMjMz0Ob0mhU4XJf6oyrUsorD3b2XtFsLKc06R7nniyHGDEi5az+kxQwScUSyJTbQNXkL2aCr0iUIh6sNtlXWsMGjC4fldvi2O1ybO7VPOaLHPNMpSq0igaHzumReJxukbNa1Qb7LU/vp15df/31eOUrX4n169f36ichoQmJYD0OcOyxx+IVr3jFoCpW21V+XXav8NQskpfl+KqAMDngJURLpCI/yjQji8PzClHikrkqT8hLRccJlO+kUmKQhLG2QcIWIGaNxKpL9APtW6nyM5RUswEQWjlYzqGeHyVNOlcl6VAkjypT4FvjtFk9aM6VFzFCJBAwrlzVRErV1zGzurOaMAsfE4NJCUxpsP4DiLnSyQpCe86JZXC/z+Umz0BexS9kSqMoMmflYLVTkQNJzVo9OuLsP2hM7iZY1KhZK7NapYoTsGyw7KuiKHD99den8uASRyoRJswUl19+Oa6//nronltHdEERinAIlAXbQPMVg6OsVLXalBB5bINIjDLWlhERen1MGWsyqTeU+xyDfIPq5aFNnpX0mr6P0HsIvY/YHPj7Z+qVJg9x5WBEvfLIkT3H5qy1G68AuFvjoPmPAZFQaS1vf1MdN22DnixqJJeOAdbcXg8SIWGQz9lL7TljcHd/Hzj5V9VehJlDonz/Fd0eZ/loXK0kNJs6lyRpebVdDke5XY5/nJKpdfkhAPUGzyvVHMY6s+Z2k+A+RPbVN7/5TRw4cAAvfelLe/aUsKBIJcKEWeJlL3sZHnvsMXzjG98YrM+Q2b1PhpUeleoCz8tq4znyNoSubqAi+eKKlKRwhSIc6PVNpbPYMe6vCnmuQtdxhWpSYiUpcdJ75c9DJvk+GWYBcIUpRLpkskXa8w2dUZUOuR/KUa1o/4S4KGXDQp125LhEvpQhZaxs6JQSaYlQ8m5xYsYS3SmMQhXc2o+oV7pSqry/w3S9cjDLi/ISkuIuGdeltPaVLJqBerDGRL2yfUQiG0xyO8UzepYHP/7xj+PVr3512nswYSZIBOtxghUrVuCKK67A9u3be/UzqdldUrG0osdDN0zhGFexWpjXbdtYOKglVAEfFOlPGkNMV28iWyHiFTO+8/lLpnVJ/WlTCgz5yaRyp3Rcmgd/ztSruk/48w4qVOQ4//Zz9UqaTwWnXMcJU4fyIN8AOlQeLIkOKVcScmWR2ab1PEkp0SNhJHerHsP0pYXtdXR9vVZ29aBD2kblGzNqlso1ikKhKNzPb1zUEzd5V556VaW4c3ByZGD2HwSAdVkZ3bBSzeGoHlnP1ZqKiK1R85jTyj764Je//CU+9alP4c1vfnOvfhIWHqlEmDBzXHnllfjc5z6Hn/70p4P12aRi8T8+W+VkMfWqGLEbs4QupIsqU4BMHIz5vcmXZUteDWVDgThES4h8vm0IQ+j6plJgl76CKllWfV4CEQ0RsC6gxvcY4eKnDMF2VCjWiBMmwHuPnq8KCJcHIStX5XFC4ARyJe1J6B0DXP8V6Y+qWQ5DM33w1YP0PVZKV02qiupt1o3zUZnanpsw0WXzTrio7Uv7ilapXimsGZntcOZQILPBo47nKrLnYBHwY526qV9y+/XXX4/TTz8dZ5xxRq9+EhYBUokwYdY47bTTcPbZZ+PjH/94r36CKpaC+IvbgOdkwb42ZKzFjdgSN0aoxLau10psG1sxyM3vVEVqWzaU9gsMqUtSPxLp6Uus2iwWaOrbmWdEFeTzzerXonolXSPAUa9oO6tEhUrDwmtLZoxPC3bvwc7lQdRtPCJDCBVPeHc8VKpu7pElzfpnYzop8mY7HKtmsbeuAYyYmmU7BHSlVtl4Brs1TqlQ8TKi1mXuFQCsWlarV0C99yAAeSUh+aBMsOi6/DDGyCzxWmkDRStCpsZBFawrtNb40Ic+hLe+9a2D9JeQ0AaJYD3O8Na3vhUf+tCHUBRDrbupiJG54QAwq6pDKlb4JABBAAAgAElEQVSwH0XIFvNeFZGQUq5a6TxsfrbnJJLBze8UWR4nMl57wc/EN2qm50PqV5uxYuoYHS9WDpRKg5xsxsqC/FwDQWoLa3xv6NOqV/R0RZjMz2c91/LhrRykkQu568uSxjVqkUO6BKIlmtzJeaecaMkefE8WVadAt8ARPg9LuDgLIqsHR9r7i12xLXJUxq+vny4bjTEu3HBRwN9rkOdfAcAau5LQzcGa07moToW2xwHKUmNf9erWW2/Fzp0709Y4jxckBSthIXDJJZdg3759+I//+I9e/TR6sfjNrgLPyeIqVgzFqFIm7CrEgIqkVHC/QncuEeUldo6qMfyYRKgoqL8rRrikPqXX/MbP++8StyApcPx92rYZvLKgBPpZEaLjBIZyAqUiqwPtnOrrgnsOescDpJurTOZnsSodUnLEVwlKfdhruMndZKFpOL9Z6WpD5z3wUiLZhsduucODTQs6R7c9XT3olg+1u3qQ3Wi0hrPBM9/YGXBJ1Ip8HvNFhuXWi1WSp1CC+1hnVomqt8spCdhKVREwVapaZnucUJjppPjgBz+IN7zhDVi9evWg/SYsDJIHK2FBsHz5clx55ZX44Ac/OGi/dcnDKFDV67y6YQoEyrl5kWtDKpaDisDR5HdPmbL9MpLlmaKV7Mfi5yh5CZGsWNlQIjASIaLESNqih7aVXnchVrFSpRRMynOuYu9/AAVLUq84SVJawxjbgyVjhwD5fi3vfl39fHkBoYCjdqmCKUi0T0p+yOckpb3HyBoAj5CZryRf0yFuqoBrZmfQuS4zDbhChfqYJVUj34tlXofCRQ0KrWw5kK4cLLTCisxs/lySp1C5T9oiZ3U2Z1cRPmvTj8Xr2mLPnj244YYb8La3va1XPwkJXZEI1uMQV155Jb7yla/g3nvv7dWPo2K1uJdq5rXiuVhee36zp9dGFC++X6GDkMLF2wAuSaEkyyo3eU3A+Co/SVULlfFCRCQUahoiVtL7DKldodehtHexDCq8F/F9CASJqkzss4gqV0CtXGWZp3SVewFWpF7qhn5UulK12IpMTvqDK1wzuJ4n8xZoyQ+E4LDj0lY4wVwrMOWL8iJhejoHVKGc9t7qQdTnjBerbK8cNct4rbh6taIqCUrhojS9HQCWZ/MiUZojbHNddljcHmdNdsTmX00D27dvx2/8xm/glFNOmUr/CQuAVCJMWChs3LgRl1xyyTAqVvWXPkBvCEzF6vBTxFWsIrJ5MydsIqGiREopRpqYIkIjHEKKljnPIZDBoCcqpnSFxpTahMp8MZUqdJ6/J2nlIjWzxz4DTjonUbJ46RDwyZS5s6t6bPqzVhKSUqnyN5FmxEXB+/nhhEncRqciafUcXWLkkSfel9MPOZTV49rzudyXPRb7/yatHiSbO+uAmpWR7CsKqmaFwkWlMl5TervBnB6JXqyjOrdRDUPg8OHD+NCHPoQ/+IM/GKzPhIWH0nrixyyRCNbjFO985zvx4Q9/uHdkw7c/0S0Xq1HFEu7FhSn/VaRHUhQ4yfKUqQyeGV48RwNHraojkC1Lolh7fp73R/vl10jHY8oXP99U/mu6JpT1RfdqDPXRQKK8tPaAwtaoXpH5ibEMqEvP9OdEaW0XOEjtAQCF9lQvZ+UgKkXLfEyR8iAvSTqbKrNxRS+V599CHVNeXRclXBqliZ2NacZzVg9SaNh4hnJ7HEVPOeGiY51FvVgr8/lKzSrJ1NoqjiGW3m5WDJr09pXZXHmckSrjw/r/Nj3k9dMFH/vYx3Dcccel5PaEBUEiWI9TPO95z8N5552Hf/zHfxy031YqloJ8YzTmdRZK6sDciA3ZaioVKlVup8PRVEYEXJWmC8myZcjMbcevp6VIatinx5vKi/x1jPBIx6WSoH3OiFWTIkXLjOS1E6nQ9BuFK1e8rBj4mdBZ9fMiEijfm+WvLBT8WwJhpav66ggF2fCuNNw/Bshx7tWy/ZJj/DraN90+p95TkPZZeqxqwhVZPaiVm33F/ojPqnMjYnSncDZ2Hs1jXmfWm1W3yTBXTYant6/I3JKgZIQvj2dYX7UZAvPz83jf+96Hd73rXchiuXkJSw+pRJiw0Hj3u9+ND37wg9i7d2+vftqqWD75ihApfo2UlWVu4CNDthhpov3GsrAUm48iZnmqQNEyIyVRmarN6pyUULImbWcjKVz8uTBX+v69cxIhM/O070UgVkqFSVUbb1modBh6D0y5aqNeOb4rhfjnJJ1SRu0hCg5rV5I1otwods4hP2xbHNO2eu3tcygpU2RuoWPOdjiSakZvDlJ6u7T3oIliqMqA9OZis6+qc3lWOF6rQtfxDCty48VyP8gCCsurc4ZUrcjnxcgF6sVanR3FnB7VXixVE7KjyO3jOZt3ef10wWc/+1kASNEMj0OkVYQJC44LLrgAp512Wu/tczhCKlara/gKQtrGKy/65ELn1Q14JBAqKe2dlQE1UbtEksXGc547qwwDqpadCyEjTXEP0vE2ypaZOydWUhmUE6s898lSaD68DSdNkioVUqfo9ZRMBdQpoFauaPmuPFH37XuwmJndPLeERXvki5cGxXT3qg/n/wAnV8z87pQhaYmPXpezcahnK0C+NPFYOSB+K5WTgaqSoMm+ykdj7y96EzJqFCq6Vc6K0TwzuJcEaV74C4qvIFyXHS7VLGZkpxEOFC/Y/IB3rAu01njve9+Lq666CqPRqFdfCQmTIhGsxzGUUrj66qvx93//9zh8+HCvvppULH4D8FYDSqWdSMSDbRNZVRhLew8GjgIBs3xA0eLPc0ZSAJe8SMQIiKtadl4CWaLtYgoVR6iMyPvlczav6VdzjdQf/w3C2rTyXPG2yjzca51tbpRLwE2Ug2f9qT4n5y9XpXzybsYS/FIS6fHem4L9LNxwUnJtgLCZ/KsiZ8fIc5d8KRSGMxDFyp4fCX+mm2q22R6HVAEz5ZYI6WbQK5fNoUCd4C4Z3NfkR90NnkmoqLSRM82/MmVDk381FL7whS/g0Ucfxetf//rB+kxYREglwoTFgJe//OV46lOf2nv7HA5OpKJtmWoVVK8USMhooA0gEgvP4E5uflryV0lzoSRLkf4U65sSIUnVkgiXmXfGnktlxVA7fq6NwiWVBO25AKmiJUF+TQUnioFfRxSu8np/LDGI1BtE1+qVIU+cwFkiXR53ktFZl96qP9MnWa1oiI3kr5IiGNqUBD1CJTx3fFrC+YL5r1QB+/k7/bN2WgOwkQz1+8lGBYqiVrMKtqkzAEuqDFyDe0mIVuVckapDQtfl9UbOczp39iIE3LIhHWMI9eqaa67BH/3RH2HlypW9+kpYnEglwoRFgSzL8K53vQvve9/7MD/fb/lzSMUKGd6DJMkhUtKky0eMbPE9C90xqokQ8hSNcaAki5Ihfow+D6lTTumQEC66FY/UXwxtiBQPCFUZCzlVtQrFxxeVKfI5sJJgF1WqMyoSpXNX2VSM2HgED0ZtYnsI2uPkNS8NZu62OaafUP6Vk/xOS4IR0iX2JXmuBLXM7avyWo3oMXbjIPsTqmqD5/J5mXOleEkRwPJl5e8GvmpwXGTWg7WSJbgbFCAbPJutcfKwWZ3mX83pfPD8q69//eu4++67076DCQuORLCeADAmz+uuu27QfkPmdZ3BljDa7FfolRUjMQ3SnoW0VGhu/lIYaa2o+GVDzwCvVDg3iyfH87ZNhMtcE/Jdmc2nQ0SKwjPdC4qVVN4T1S6mXJljYOWwiOfKi2sQ2klRDiHSZnxX3qpAZ96uMmWOSaVQTr680qBDvCLKE/s8aElQIl20LyfAlBIqRz0DuA8LwjY4zvs2QaOGQBWEoFaG9YyktluDe144XqsCddjoylGpVHmkStdEa1U2h/kit74rgzGUXUFo1awqloHDpLafddL93rku0FrjPe95D97xjndg/fr1vfpKWMRIJcKExYLRaIS/+qu/wl/+5V8O7sXi5KiI+Ek9IiWSJSW3UTUJ4nsWlu0NKRJuwtIxqZQokTHHcyV4smgJMReIjbeqMHfT4nlZ0YZ9sjYSieLBoFR1EoNEBQWMlwTbkKtJVDgJdNmaMg+iJgn92kgG9pvLlPS8nKuMqU7VWN5rvnIwoFrFohk8JcqqbUIb7vXKYHOwjCLlxTLY56giGmrCVWdi1SsM1aiKZBCIWT4q1aw8qxWrrGpnS4TCtjjmnDG4zxUu4R8jqw3ulZolESpDtNZl/X4fcXz5y1/GnXfeiT/5kz8ZtN+ExYVUIkxYVHjd616HY489Fv/0T//Uuy+pVEj3HbS+kVF5LLbRsx6VN/Uo2Wo6Z27OBlIYaXVTllYdumZ2+p4ICbHnA8SCqmPSxs6Sz8p8lUp50nh85Z9kdOfEyihuIa9VxPDeWA4MKVOCchUKIqX+qfgYIWUTXugoYNRM1pZ+LIaQCaVB9zWc8p6Y4s4M6mKuFTexE0IltQ95sqyRfkQJl/b2HbRlQELMspEGtPJyroAyWBQAlmV+idCSqmrrHLpqcM3oSKlU5S6pmiN/aZlS4DI1tq+BMp5hjtQ6zz3pR968uqAoCrzrXe/Cu9/9bhx77LG9+kpIGAKJYD1BkGUZrrnmGvzN3/wNfvnLXw7adxvDe1Hd8Io83FaPVJCQtTG4O31ykkVKe7LnKqtv5kYhyQBxNaKYL6UgrjrkbShhkRQv6XXsnNQvf2/SPOj7CClegEuYcvZeh/JiGbKVu+qVY0AHypWCGWqyJv28qXKejuep6t8lSobJkOt4PxV4qZAnukubO0MDBSVvgetpsKj1ZLGxzUE7jtSvIVwabN/BakgazVC1M5EMo3zsiIla16sGVy2rVg2SSa/2NnM2cQ1k38Fqixzjr7LES48wZn6BOT1yiNak+OxnP4tHH30U73jHO3r3lbDIkUqECYsNL3vZy/DsZz8bH/jAB3r31Wh4N6RLyMgqclfZkvxZNSGTbvo+oYqSrJFPfCxxop4rKdIBqFUDaXPoQFmt8XnIfyUdb/PavLdWx9icCYJb3oQQai8pW7myJM0JE430bdUrQU2rzebh0mD0WEWOgrEMZIy6BKnsa/C+qA8rJ2/N9EFW/jmEivqszEWFv3LQ8WQV5LOj292YfQfJGzDkShdAUfmy+MbOQF0SXF4pVZRU8W1xDObJJNfmh8tNmzM/68pgXVZtkcOM7S/esgN9cPToUfz5n/853vOe96SVg08QLPbyIJAI1hMKSin83d/9Hf7hH/4BDz/88MCdh0/piGrlkSyBUNk21Ige2reQnANQkyNpm5SWBninnyyDnALP1CBzPS/PhdSsEAGTXnPSJJEgSWHiOVvk2pC3yZuDVPLrA0W+/5UqZVcCMpQKl3LJDEW18tD1V5GIB9MPKw3yDZ3NfMIG9zAJ8/YipCXFHC5JknxY9r1WhAyoVw4GPFn4/9v78jCpirP7U/f2LICIoFEE2QRmXBAHgooSEYwGBUERPtwRQcAETUQDgcQNkEGUxV3AYMBdXBIWRQSFL37iBnxoov4EPxYhGlEhgMoAM/f+/rhddd+qW7enp6dnmIH3PE8/c7tu3brVPUP34bynTrk+4BmvSQWNEo9V0tQujE2ffeKtSpBohjxj1WDdRHKvQYTxDPUSe1Hmi0iA6H7fRV1Hrizcq2VfSUhje2XJFQD8+c9/Rm5uLgYOHFjpsRiMbIEJ1iGGzp074/zzz8fdd99d6bGkihVuvhu0p1o5mPpc8sCiRkmS5Zn7DlKyRVPaZeK7Q9skUSPfVHEkyyyFxREySm5omY2SmXTJVLqqVXnX2tQqQ2WTRNFKkMxyYHkkyuK5sipbyfdNpZ9bhtXiGESSDMURP0XIomPZMis1EkXuYxKpeIO7H+kb8VWZfvIUxvbItRKWcqItqiHomyRfqkQoIJLHgvippCdLrhz0fBH6rhJlmlpF9x60BYvWcYPwUXPV4H7PDWMakr4rE/t9F7micnExJn788UeMHz8excXFnNp+qECm4WbyqEYwwToEMXHiRMyePRtffPFFpceqTKkwDFGMqgw2kqUiGBRR0gkVPQeAlBItJMtigNdM8HGEiOyDGCkzWvuTUqJJwOTz8hSrdJ6bio+tDCiJlVlqk68/FZmSpEleb5T8KgwRZl2pRH/5NxA7h+R8Y/pEtsMBFPlKtzRoGtrD5wGZM43nJgnzXeK9iqwENOYl+zjRPkrxAsJPaWNFoE+M7KlWDkrlyklulQMEeVdlnqOVCOWxNKzrwaKlKPVc5DpRciRJ1WGJksi2NzmiDPv9hJZ9BYQho+e2/DwyXkUxffp0tGrVChdffHGlx2LUDvAqQkaNxUknnYSBAwdi5MiRWR87Zd5VKoO7jHlwESFbNtXL5rmybqtDSZahRNkM8PrYUe8WAEDzdIU/rb4uoHwzu/wpSVe6zyMREI7eJ07VkvOWDxOmEkXLonFIvl71+glpjXiu0iRkNEzUprT5kuTFkkmDSJpES60kpH9DFkVL8/rFECVyLIx+msJGSJcWNirnZipedNsbLaoh8GTRNkWqLCsHKVwnuorQFs0QFywKBNlXQLDnoBnDkJeMYJDEq767xxrVkA1ytWXLFtxzzz247777ICpbrmYwsgwmWIcoJk6ciJUrV2LhwoWVHuuDuamzsaj5N+xjIUPm9SSCIeU2OylWFgKAbe86a5RDDMlSfWzb5pCxgnYyB+pRoiqXSXjMFXw2NYrC7B+TeUVJSST80+irlUJp2ZEgrU2bjfcgAiFCEkNUK58SxpjvSZrUbjO1S6UqGrWgv99yr8A4FcpaGnTj+1PDuryn8k/ReYqgr/B0smdTsIJjP4xysBA5mFENAHwtXDQ8L6MZpMfK94G8ZHp7juMpZQvQ865oibBuMq091ymNKFVm9lU9Z69WdgTiQ0Yrg1tvvRX9+vXDL37xi6yOy6jh4FWEjJqMo446CsXFxfjd736HPXv2VHo8k2RJmERKrca2kCZTSaDngmvMsSzqlfwpwtR3XWUwSJZj3KMinqu4zCuXXEuUreD+hMSZylC6XqyY66nxnJZTNTXJHC+uLGh6qNL9pCDkS/m8Uniu9BcEbc7S1B4xpat7hb9rbRhFtIx2gyTRvua14XND4bL0l+P5wvj8tqhWQIrMLDpf2ybOvgiv1f6mw74iqVjRTZ1lNINLiFROogxlnoAryCpCI+9KX0UYpLXnkP5m9lVQDtS9AHJFoSwNAkHwaI9Wn6KyWLp0KZYsWYJ777230mMxaheEl/mjOsEE6xDG9ddfjyOPPLJKPqA01UqRC4Nk0f62mIXIOUtbIiQAau9CQow8S5tcbk+9U/p5izpFiJjmuTLVn4oqW4B+bHqkzL6mWmQZT93PplTZ/FvkXMpyoCRPRjkwZQRD8vdvJU1yGqRv5HX4tA+9xuhG1C310mQJ0CBFwftolBDNPgJpnKfj6cfleq/IsbaakHirhB/+W/EdH74jN3lOvil05aAPZWSXew4CiGzqDIReq1yyYlBGMyRI+TDfLUWp7yDXtfiukqsI8539EaVKBorS7Cuac9Wz1T8j41UU+/btw0033YTx48fjmGOOqfR4DEZVgAnWIQzXdfHII49g8uTJ2LChcinKQKpSYbSvdaNbQFe2bITKokZpCoNUtVJ5s4Qwzocky6Y0aUoWXakYZ2w3j01ly+J/Mjc3VmTEVKIkzDHkMVXPKOkzSZNsI/OLkD45XtwYVQDqYwtJV1y/qFJFy3fRCI/wnBrHMf+mLGTMQubUvVzyHBZiRf4NUNO6SbpUSdENbqB5uKj3KmE/TmflIBAmttOSII1mAGCNZgCgohnynFKUGW+KVKokqdrn60nuQPYCRYHA2J6bm4sRI0ZkZTxGLQOXCBm1Aaeffjquvvpq3HzzzVkZL75UKH9aFCpLOVCtLEvh0dLbjGuB1CQrcl76rEC+FA1lihIleZ2wjAFECUxcsjslRMb903ou52NTpiy+rLgEdq0UaM6J9qMKmuxPS5O0HKhUMXJMVauk50pGMdh+1+H8kr/3mLnJMqKdsOuEJugPvYRnPFfXplKtKElKjplqexvb/oPy/fAS9N+BxbgeGZOQK6mEyRWBZOUgJVIOuUZGM0g1q7xohjy3NBLNkGektHtkguH2OLr6dfHxa1FZbNmyBRMmTMAjjzzCsQyHKHgVIaPWoLi4GO+88w4WLVqU9bFj84hgL53ElggFdM+V8ldZSBQlEOZ5k7SprCqEsQ/Ef6V98ceoUbRPrK/KvN5GiEw/V3meLFNVspUAbUnuyfdIrvaLJTZkvNggUpt/qzKQqpUjSVNM6KgT9rESSSF0QuKT33+q0h8QuSf1bkWeGwobVap8YVG0CHmj14THJIaBlBDDhHcRrhJ0/HDPQfLNIVxfmd3NTZ3LPCeyqTMQ+qlyI6sIXaVcUVDfVdi2N0h7V8QrUK72Jd+EbJArIDC29+3bF2effXZWxmMwqgpMsBjK8H7jjTdi9+7dlR5PU7HIF5i1vGfdSkfE909uDi2Pze10aCBpSCJC4mJTsjTiRrO1tODSkLzFxTtYN4oGIV02NYsqXfI5JUpmErxNgYojX5Z+scZ1ojLFGt8lKuK30ozqdHzoczHes6DB1+5Jy4IRCDmGfl1IxIyhTTVKPqeqFinxRVQueS95TEuFntHPvI4QJxXZ4OnKVZxvC0kTu1o1SKIafMNrJYkULQHaNnVOJOuT+UmSVeo56jjf3Y/9SWe9jGagpAqAtpGzJF7mfoP7bP/QM8Crr77KxnYGOGiUUaswdOhQtGrVCqNHj87KeB/MvcX6pRL5UhNBeUSeUyUTSZS0L5oo8YLqF5af7CVHQpYIybLFP9A952whpWa7pjyZqwfNsqdEeSW9OCUq7jlVmgwvlVKqRDg37R7makh5nVkOJPeoCpiqlVo9mEphQ1QlNVcd0pVDaXmuzDaT1JnPzfFsmz/L64wgUVVSjDPCy7/phB8SKeKpEsSH5ZB26btyiLKVMFYJ+r5QylUZ2Zm6bmK/Vh4EoAJG67jSuO6iritT20Mzu0Q9Z69WMvyv1qtRWezYsQNDhw7F9OnTceyxx1Z6PEbtBZcIGbUKjuPgiSeewNNPP40333yzSu9lMyFLD4q+nD0kWWb4qLbUPc2YB7OcqGUw0b7SH6T6WggUDMWFEp6EEyVdZD6aGkYISySgFET9Kue5WebTyJ3sTjxTVoUqTuGyfEoov5X0USm1CoSIJX9nROFSxMmicKWCrxSyKKGS523j0Mwt9TKJEV4+p68pNsLBJE/GGHEGd5v3SsKj5UY6vuOHKpVlaxwAmlolS4VOwlMRDTL7yvMcolzpKwflCsA6OcFqQG1lYZJU1UvmX9Hsq8PcvSjzHeSRjZ3rWnxXnu9khVwBwM0334yioiJcd911WRmPwahqMMFiKLRq1QqTJ0/GkCFDslMqnBOzqpB8cdk9V9GxZH+qVHnU62KNY4De5oT9gtDHKPnyE4SskIRw33XCuVr8V9Ytc2z+KHm/hGPfogf6mKrNpkwZBCqSdyXPxZX9qEplU4mS5JDuW6iVA7MIuv0NJVNayCrhGdTUHllFKINEjb8jSWZsCla5ae3ytK1UaBlTO0e9V4jrF0YzyN+fIJEN8KAULOGJ0HvlQZnbBU1wJ1vg5OaUamb3Mk9oae4q/0qWCH0H+WTFoERddz88OJE9CMsgtI2dKS5r82H0hWeAhQsXYv78+Zg1axY4sZ3BqwgZtRI33HADjj/+eIwaNSor41GSFfilon3sW+Ho5+h5fRNoMpAspxAliuZlaT4uCQvJ0sZI1SeFshWb4G4zptMx0llRaPaJKy9a7uW7bkQF016z4a+KBTGSa6oV9VvZVglKQqlet12RUnNyzEeUKNJyYnQVoZG5FbdCUN6LKlKOPrfY0iEdM24zZ9MYbya2k37a9XICCT+8D93+Jmlop6sGZXnQR0CugMB7pfKvElFze0LQ/Kv9KPUdJJJqVxAwGhzXcWiJUJKqfZGE9n2+mzXf1Y4dOzB8+HBMnz4dxx13XFbGZNRucImQUSvhOA5mz56NZ555BsuWLcvKmB/MuSXyRUV/BseZk6zYmAfbcVxcAyEI9Dr1xZ6GR6u8BHczQFQ7Np+b5E2WHc0ypGmAt60aJEoVhXXrGwOaYuWIgKiS8p7eN3J5uTD9Vspz5cSvblS/E6H/HUTOx5QLdY8TiZYw+mnPKVfwEfk71czqFmJG+6p+rq9Kfn7CnBe5n0XpguspRctJeOGqQTc8lhs6O5aQUSAsF+rm9mSAKFk5KH1XCbpi0N2rmduBqPn9mrbvIRu4+eab0aFDBwwaNCgr4zEY1QUmWIwIWrVqhXvvvRfXX399VkqFAPDhX8oPIdVIVvJLXSVZ20p/5XquomPTYy/hwEuuFLSdjxybHi0SC6GV7+hm0KScGCkF0tWF9LmETWkqzwwvx7YY3oMxEVXBhP46TAUqJYjfiq4QNFcJmmNb1SYLtP0HDfN6OIdQIbLlXcXlYEXImXG9OZ5StWzlQN9yH6JU0c2cgXBhh7xvOJ4fkiiHGNsdonSRKAdaCqRESprbc4haJf1Vni+Qn8y6orEMgbldf4PNcqBJqiRkNIMME80WueLSIMMKXkXIqM0YPnw42rRpk7UA0lSIK+uEz5P9SKCmffUfIPOyZJyD8mYJe5wDAI1k0XR463HCiapfyTmaylZcHpZpQI+sNkzeI1b9goXU0dWCRglRK/2RufiJcK9AU8XRIMelpUChk59MoAiTQBjDQFVDw1ulX5eKcOllQVX9Erq6JHw/VMKMlX9mKdsXgOfE90lFzEwFS5GrZGK7nGNFEtsB+6pBILqxMwC45A3Mc0tR5jlqWxy6uTMQkq7D3DBAVGZhyRWD9DjXCBMdXPA/yAa2bduGYcOG4f7770fTpk2zMibj4ACXCBm1Go7jYM6cOZg/fz6effbZrIwZp2KpY2ESJkmiYq4xSZZZ4pOqFvFc2eIc1BhSZUroZTVVDiAAACAASURBVDFzPto9jfFN1ceah5Wcq0pgV9fC7rki97SSM2qYJ2NLAhUpF6byVxElylYejQUlPZYcrHTCQ02YapdZegvfF3I+jbIgHdvW13w/rL4r497BEwvpIreQ/YKcrOQqQSlGUUJFk9zJMTWxi5jVhCpENEdGMYTKVZnnKM9VXiIkRfn02GJur+PuC1QvsmJQqlhyGxwPAh5E1siV53kYOHAgunbtimuvvTYrYzIYmWD9+vU466yzUFBQgNNPPx2ffhrdqHzFihWoW7cuioqK1GPPnj1MsBjxOO644zB37lzccMMNWL9+fVbGjCVZ5IvLWjaM3TDXpmRZyoS283T1nIgnUKD9TY8WIXkplS3tOkf/cqdlPnPFn838biNn5jgE2jY2Wn/ohMpWXlUqWgoDu5OCsFkQWSVITejlqGJU9TIT1uXY8aTKMrYsISpVixAj8z8AppeKTjE5H+tWOaZCZpjaFbkS5JyDwMyenJOQCpWPcNWgE5Iu4fhEuSIrCN0yVRXJTQSbN+cQtYpu7ixN7WHWVWh0l5lXwXFAqnJEmbbnYDYxZcoUrF+/nkuDDDuqcRXh8OHDMWzYMKxbtw6jR4/GkCFDrP1OOukkrF27Vj3q1KnDBIuRGr169cKwYcMwYMAAlJSUZGXMcpWsSJtOsnxH97BYDfLKH0XiHGTpEAYhiyFnnpbk7mj9wyyr5DUWkqIZtQ3flryXJCcq2JP6ukhpMDwfNcvHlQttcQpmdlXYLt8jR6lOFVGb6PuilRwFtDysdIzwwvOthCsV6TLJLyU6nkagkp4mg/QAQT+zNOhR1cw3cquS8zOJlxrXZoa3+be8sNQpPAG4pN0NlC5fbpHj+vB9AUeSMrJq0POF8lx5ngOX7j2YJFV1EqEKZTO35zhlKE2+ANsWOTmGJwsIN3a+vuDtyLlMsHLlSowbNw7PP/88GjRokJUxGQcXqqtEuG3bNqxZswZXX301AKBfv37YuHEjNm3alNb1TLAY5aK4uBi5ublZi24ALCTLVvpxwi/ncAuc8LyX0M+bvhjdc0XGVfsYUkJn91yZRvjYMiG9noZuAlHfVsR4HqpdwfVORAGzESVNOZJERF6rCIrQVv+FipQxtxj1S5uzaWA3ssBMQmWSNLVCMMZvZVWYDEgCQ8uC+vtCHhFje9S3ZVW7pApGpmHLxjIjFZSfKpUZHpb/IJilQnUck9juUu9VmeqfcMtQllxBqJnbbSGjmrk9KAHmEvKUQ2IbZDlQhorajO7ZIlfbt2/HFVdcgYkTJ+K0007LypgMholdu3Zpj71791r7bdmyBU2aNFGbigsh0Lx5c3z55ZeRvp9//jk6duyI0047DY8++igAJliMNJCbm4vnn38eTz31FF555ZWsjRtHstSXv9C/mKx7FFq20qGKhbVcCJMchffzNGXK0t/0JFlUqfD6FITM1QmPNZbAETrpEdH7qeemCd4gedb7WsuJodpkJrBXF0zCJedl72s3xetjWfxWRlkwOED0E9H0xRnKl6ZKedF5WMmUBI1pcMnqQUBbKai8V36416DvAYKU92hwqJM8znXLlIqV61KfVXDs+QJ1E/uSbSSWIUmkSj1X29RZrjCsS7KwAOA3hcuRDfi+j8GDB6OoqAi/+93vsjIm4yCF52f+ANCsWTM0aNBAPSZNmhR7K7NE7VtWInbs2BFbt27FmjVr8Ne//hUzZszAvHnzUDUFdMZBh1atWuHPf/4zhgwZgg4dOqBVq1bZvYEkRAIqS0j9T96BWgnmOyIoIdE2F5D/obaeT7YFfQVEWfI4ISBKw2Mk2z03RX/SHnQO56/OSQXJ81VZLHKdX85z0Ncn9OdO+IZF2oQ+XlC2jLzbCmEpjqhonl1HD8qL0FQz2xi0vAeAxFmE7eVeY7u/FtZJ5aXgOkFM5voKRD9ZNkWEQCllkwynVguKcGzlGyNzsc1PIaKAEd+V8amrEUPHV/cRDqBtjUMjGayrBj2IJFtMxJAv2p7vlqLUczVylWuY2/f7Lhok9qg2U7nKFrkCgIceeghr1qzB2rVr2XfFSI0M/VTymi1btuDwww9XzXl5edbuzZo1w9atW1FaWopEIgHf97FlyxY0b95c60fHOu6443DFFVfg7bffZgWLkT769++PK6+8EgMGDMCePXvKvyANmCoWQL9ELW0gqkbS7EzzsuhKRM0rRVQeVc4CVJwDgKgRXtjHKbdMaBAL8zqrumWqLJbIhYjqlezjyZR6Sz5WZCNkYdzfpkzRsp4r4ElfVjqrCbMAs6xoK/eFffVHqnFs10XazPfL8GVFzO2yjawk1EqFMSsJAUTjIEgZUDt2QvOIk/CUouUmPKVo0ZJgnlYeTG7m7DtqtWCQ0h4QLT1QNDgug1BG97pJkgXoJUIA+N0J2QkiBoB3330XY8eOxXPPPYdGjRplbVwGw4bDDz9ce8QRrKOPPhodOnTA008/DQB4+eWX0bJlS7Rs2VLr9/XXX8Pzgn9Tu3fvxqJFi9ChQwcmWIyKYdq0acjNzcXQoUOtUmkmSEWybFEOGomiJEUrxRgkSOhfqrrnKvxyVUZ4Ef0SltlKoeeLEDAZ1UBKiFpoJ52L8leFJEa7B+1vI2OWNtVO1CFaJlX3oURMnk+uaqQp7fK1aFD3le9N1GOVrs8q3FbHci4Guvk+SpCCPlLpio5j9W1JVcvsTkgd3d9QG89UqeTYSZHIMxUtrZxtlgpjzhFXrhbHQPcdjElqpzlYeW4pSpPSnCwRJhyawh5el+eUlpvSnk1ytXXrVvTt2xeTJ09Gly5dsjYu4+CFQIYm9wzuNXPmTMycORMFBQW45557MHv2bADA9ddfjwULFgAIiNcpp5yCU089FZ07d8b555+P6667DsLP1rck45DBN998g06dOuGmm27C6NGjszbuaYOnRRtlpctDWDoJvwvUsSBlLfpdoPcNV6fJ7xZfAI4sAQqjf7IdDiklCv1egPYdGJYCkyRGjaH6Guc94199sqwYXmC0yVO2f7WkLGjtq4iXQaDka3aM8zElQPM+6ZQEbePQslu4GjP53FAxI14soROcSH9BVCvisZN9PKosJX96hMBLeDnRa2k6O2AQexE814hXjk/O6b84PxH+/oPj4LwgxxBhSVA4vlo1KISvEar8XKJG5ZDjhNz+RhIrTylXCeFpqwXrJcL9BYHAGE/DRR3h4fcnLkG28NNPP6Fr167o2LEjZs6cyaVBRkrs2rULDRo0QJdf3oVEIr/C15eWluCdN+/Czp07tbJeVYEVLEaFccwxx2D+/PmYMGECFi1alLVxP3xC3xiaGs1TrcgKfoYfzHqEAz0mfYjJOXX4aPKLnUY8WMp79NhUrEx1ywwpjUQ7WFYVxmZY0efJkl9E2SIKlq3MZ8Yr2JQh63gVUKysZT+pGlpM+pF7yr8Fi7IIEC+ajGuwDCevs23CTFPaZRyDuZF4RMVyDHLlhs8D1cvXTe3G3226ae1y1aCb8DS1inqrzC1xZKhonluaXCFIsq8E9WSF7TJQNJVylU1y5fs+hgwZgjp16uDhhx9mcsU46MAEi5EROnbsiNmzZ+Oqq66yJttmCkqyJHxTgTDaQmMzjVcgX6iJsG/sqkJatiOxA5Ev87hoBkdEViCqkiaSREqpMPH+qnB7HEsfs4RH5kDLknF9I/cyPWO0T3klwCxD+qyU30pAzdGz3c8nhCumLJgqzsFWFqQREKpNRK81PWH0udzyRjO1a+cNAktWEgJIL61d+Kr8l3DLFLlyha9S2+V2OECoXNFjam7f7zvKc0UT3Ou6+mrB0SctRjYxadIkvPPOO3j55ZeRm5ub1bEZBzd4qxzGQY8BAwbgt7/9Lfr06YPt27dnbdyUJCtGyZKKFCVR9IvVS5DSTkwCezQjSVe8AFnmCX1aZqnKc6kCZfFgaUb2GMUrmS8VaUN6bRoBk2QuEZ1L2EcnVOVmYgGZK1Yx58tDdIwUfSybO3sGedNeu4j2Nz1TALTyIL1f8MSiekUUrnhFC44fprULX1sxKEmX5wm1YtDzHEWszO1w4lYN0v0GTXP7ft9VG0QDemYWANzUKnvxLAAwf/58TJo0CQsWLMDRRx+d1bEZhwD8SjyqEUywGJXCuHHj0K5dOwwYMAD790eTnzPBjh078PbDv460myQrklUVQ470sh891olNxP+THCckT8Y5VfoTke1sTFO6Vd3SXluUiAX3NsiS+ZyQJ9t4EaO+vD9Rh+KM5WEmFvQSpGzPEkylyXPlvOLJFED7xbwGg/yq+yVLgl7kdxAlW5qqZrQBUrGKV7SC/paMq4Qf9jVXDMrDhB9ENSRBN3Q2S4J0OxwJ236DHkSY2k78V6mUqz+dvAglJSVZWzn8z3/+E9dccw2eeOIJFBUVZWVMBqMmggkWo1JwHAdPPfUUvv32WwwfPrzSKwt37NiB/Px81KlTB6tmEyWLqEUA9PJbKpJlbmFjUSG0/oAqOypVLEJ+yL0ThuqVIPcxyEG56pblmgjJIPMxiQclJSZM1ch6Xhj3K68UqH4nFVes4pQmGyLjxV0ny4WWsp7ayDuu3GcpF5qfjuZ9vYTu94PjR31VhDD5jlE6pOXAhL6SkJYEXddT5MpxvLAk6PiaKkX3GLSpWLlOKXKdYD9CSaxKvdSrBf90cuCxbNiwYVZI1tatW9GzZ0/ccsst+K//+q9KjcU4dCF8P+NHdYIJFqPSqF+/PhYvXoy33noLf/rTnzIeh5IrCY1kJaF9SZokixIoU+EihMHcckcduxYypcZNVfoLlRLNuB6jbukeMlEu+VLeMGM1nVbao32d1OqORqJsRIqa+2NKgXLemSJCwGLuY79WaAqVrZ/cvia6ZQ4iRDt4zSFBU32NMWQIboQEu/oHt/k3qp03iJcwPFhyxaDvJbfCAQA/jF0o88I9B8v8YM9BuR1OQnjIk6sFhReuHCTG9nx3P/YnJ1iHbuIsE9qTdc672s3XXlNlSdb27dvRo0cP9OjRA3feeWdGYzAYAIKVz5k+qhFMsBhZQZMmTbBkyRLMmjULDzzwQIWvt5EriVQkS1tp6MYcO/RYN8JLcmWqEfElRl05SlX60/YjNL1bclzTR2WQL0U8zLIl9UtF2i1f8OURqpiVgGaUQeyekRVQrNJVrtTYpIRI88cifbUyY3QcbeNmy/gUET9VipWFtvHocwVDFRMu8V0BkaR2W1o7EC0PqnaHeqxsW+M4mvdKz8HSlSuTXElkSrJ++ukn9OnTB23atMFjjz3GKwYZhwSYYDGyhsLCQrz22mu47bbb8Pzzz6d9XSpyJbHqz1GS5bkxJMhUFwRU2Q8IiUukv0AkEV4mp6dSrCKqF1mFqPqaxIsGjkofVXnkKyG0uAg6Nm1TIKQJgJZPZRIpk5Co8RU500mTl6BKUwoflG1MQ7FS5dgIUUsxhht9aBBQKwUjJIgQNgDqf7XWVYQWAmaSKNlm7jmokTntb9LXk9pdfXkT9V0Jx9e2wlHKlSc0chVnbNdM7k6wNQ4ALftK+q+k52pi+9SG9oqSrNLSUlx++eUQQuD5559XG+cyGJmCS4SMQxKnn346XnzxRQwZMgRLly4tt3865EqCkiwaZ2D6s4J22U9v1zOQhP04Ef1ClWOpcp7VLxVnVA/HsfqraElKEihKvmxxCzYlShK1uBWGJnExLg9KapL0JF9nuT4suwJnU6zKI00maGJ+rDpH5q6tFLSMZRIlldAeQ9DKa/MSgXk9bgNnICBTui/LM/qS4R1fJbT7nqN8V54vyIrBgFgFWVcCruNZje2lvr41Dt1jUKa25zml2spBoHxyJZEuyfJ9HzfccAM2bNiABQsWpPXvnMEoF7VkFSH/V4KRdVxwwQWYOXMm+vXrh7feegudOnWy9qsIuZKQJOvnQ6erNl+IMCHdgb4Bsg9ru/xeoRspS3IUbswMsom0vJl8Ht34OUxxhxpT9lXnyebL4ebQyefkH795P61NzlcgJFkCWgo93VDZTKhXYxlJ7GZCverrhiQx1ebMJnGLuya+HxkrBa+jpvS4fr5L3jpLWdCW/WXb+NlGRq0EzraBM/2FGh4t04OlmdpJCZAmtZvPc+n+g5aSYHAcKFUeBOoRvxUtCcptce499cXoC0uBhg0bYseOHQAQ+2/49ttvx9KlS7Fy5Uo0bNiwQuMzGLUdrGAxqgRXX3017rrrLvTs2dMaRJoJuaJY/fhI7TmNMKDKkO6/sh/L58E4uq9KerOoKhNeY1eswnGiillaipdZijTnKkK1CUCkFElVMZsZPtb4niLTqroRm7EV592SJcE4BUuFlxonpNJmkjDLykL5d2D2s/1uFCKGdmhJ7dR35ZLUdgCauuQ44bY4Zb6jkSuXJrPHHOc6pVZju0RFyZVEKiVr+vTpmDFjBpYsWYKmTZtmND6DYYXvZ/6oRjDBYlQZbrnlFtxwww0499xz8fnnn6v2ypIrCZNkycgAAOGWKUnoHihY2+kXo81XpY4TScWClCZtxvdgTtEyGyVecZs5R1boGSsD6bw88jD7p45mSE3K9L6pDesaCY3zWBmlwshYTnorE+VcyysJWre3gT5va7sTbYv4q1zf+Dsysq5sGzibeVcxGzlT35VHVgx6WnkwCBTNJWqV3A6n1HO0xHZaHqTGds8X8HyB6UXp+yVtsJGshx56COPHj8frr7+OE044oVLjMxgmakuSO5cIGVWKcePGobS0FN27d8d///d/46ijjsoKuZJY/fjIoFyolXUErKU8Who0S4kA1PYr0Mt70XJi0CC/dJ3SkCzI7zLpDVPjGNcG1yfbynx7SU/oxI6W+TTSppURQ6O8rWRIyVPkw0aIaIgoUcCMhWZZg4w+kPCTShSASPnQSv4kWYXe19qHll6l2pSiP52jl+NH2uRGzsJHuJmzVk403mSj5GeWB52Y1YKAvkqQ+q60hHbSDoTG9oRTphnbJR7o8FykLRPQcuGcOXNw22234Y033oi1BzAYhwKYYDGqFEIITJw4Efv370e3bt2wZMkStGvXLqv3WP34SPx82HS9USBKsgh5EF6oIjlloeIREpskoTCukeMFByHRkue8nGRfRbT0a6k6Q4mbLwCnzNdKehBCI2RUZVLXJuetxqQkjBrojbEkmVJjyPcM4ftmDd+M81cZZTJ6feS5Ik904kbfGGj+qbi+PpQnylSvAqIUcy+TXJr3o23GuJ6LsBToh8RLDZ2IKla670onXuamzk7yl1LmCdTJpVEL9hWDjvBUidAkVvt9F492fBrZRsOGDTF9+nTceeedeP3113HGGWdk/R4MBgBkXO7jEiHjYIMQAvfeey+uuOIK9OjRA+vWrcv6PVbPGhlp0z1X8SVD3SdFrnGj/VJFPWh9c8gm044l9ZuUFs24B5pvJcuCHjWa09ejkRRjBWCEGFiyqWLUm7jyX1UjtoxoepvoNXJupNwYGTONc1q77X7p9HN93dDui9BzlXyz6YbObsLTyFSwkXPSa0X2G/QgkJsoQ24iKA/muaWxxnZZEqSJ7RRVQa4A4NFHH8Vdd92FxYsX46yzzqqSezAYQPAfpUwf1QlWsBjVAiEE7rvvPuTk5OCcc87B8uXLs+7NkCTr58OmG2SElgbD8mGgWNlX8sWVEIHgCzVS+ivzNVWIqlsAUcbkc1L9UasKaZttFaGlXBgoWPayYLiJdfDc0atH2r1pv1QfQkqBi1O/LG0RxcrWNx3yRhYoAIhdca0pbZZx44zyPiHPWrvjR+an+a0A3V+F5Htoqliup712qlo5woegmy1HyoN00+ao70qNQ94VmdguYxlKPRezOs1FVeDBBx/EHXfcgSVLlqBz585Vcg8Go7aBCRaj2iCEQHFxMRKJBLp164Y33ngD7du3z/p9Vs8aiY7DSckwWfrRYhqsEQphP7rpryIcIkq65Hei9FOF5Ubdc2WW/KiapcakbTIewrX0o2qSCMuR5rja3BGWxgBSajRJJAgxS0Ge4syildkEWlMcLT6w2OtImbRCJUHa3yRQCT9KtJSPy9f6RcZLnleXC1IO9AEnJzSwO8TQDkSJlQMfbvJa1/HUisFSz9G8V47wVUkwITzNzC5RVeTq3nvvxaRJk7B06VKcdtppVXIPBkNDLSkRMsFiVCuEEJgwYQLq1auHrl27Yv78+TjnnHOyfp81M5Mky1CygoOoWhOY2UMy5AvDHE/SvoGoP4uqW9q4JGdL3scnyhmdF/VV+Ql9HBoxQE3wQNDXJEzqnBFBYBKjCJlKXmtTsUxVkLZZ86IMxcqmVtlIXBw8CxlKZXqPG9P0rQWDEwIqCZJPfhc2HxaF8KNtZKWg7wlFrCTchBeJYlDniO8KCE3tZb6DOgm97KeZ3MkmzpJkVRWx8jwPo0ePxlNPPYW33noLHTp0qJL7MBgR+IiXsMu7rhrBBItxQDBmzBgcffTR6NWrF5588klceumlWb/HmplBybDjDakM8KR8JwlBzApEgCpWwU9qkAdSKFzEUC/HVtfElBdpKGmcCV7rjyhhcsqixvbUKwnD8eNKfeF8kDWkG/JpwiRT5ZUEI4TM5i3zhDKpa6Q8qVZpY5irBBEY2OmcHYuBXSpaNKVdQttrMMVKQuq7AhBRrUo9F0+d8efI/LKB/fv3Y/DgwVi5ciVWrlyJ1q1bV8l9GIzaDDa5M2JRUlKCSy65BAUFBSgqKsIFF1yATZs2AQAGDx6MwsJCFBUVoWvXrli7dq26btCgQTjuuONQVFSEoqIijBo1yjr+4MGD8eyzz2LgwIGYMWNGlb2ONTOiBngZSglAN7aLaLmMBnpGM6/0YTUjta2/sQ2PvIctF8tUieTWNZFtcFJkXXkJPY/KhJlF5ZFHedCzraK5W7b9AqWiZt63PGh5WSJ+jsKLvhZtHGMuGhyZb2WU/Yw24SPwXGlb4AQbN5ubN0fyregGzo6n7SGYkyjTyJVLze/wFbmiOVdAUBJUyhX5Y6sqcvXDDz+gd+/e+OSTT1KSq1/96ldo3749ioqKcPbZZ6vPiOLiYhQWFsJxHCxatEi7Jt3PDsahjdqyFyErWIyUGDZsGC688EIIIfDwww9j2LBheOONN3DJJZdg1qxZSCQSWLRoEQYMGKCtDhwzZgxuvPHGcsfv06cPlixZgt69e+Obb77BHXfcASFSSBYZYs2MkaGSRYd3oKlZ2jH1XJEcKz9pKk+11U2swqWiGZLP5ZY3CDOZTLN7pPyH0POltRN1Ks4rRXOfQpULURglSdkWPA/v7TuGSlZBhKs89XsDRM1P8d9AjSTFlQRt19McLNOwjvD3r7WJaF/qufI9ERAqI4JBONB+Ea6RheU64UrCMs+JZFnZVKtSz0HC8SImd6DqiBUAfPfdd+jVqxcOO+wwrFixAocffnhs33nz5uGII44AAPztb3/D4MGDsWbNGvzyl7/EZZddhiFDhlivS/ezg3EIo5Z4sFjBYsQiPz8fPXv2VISnc+fO2LBhA4CAGCUSCdW+efNmeF5ma2C7dOmCt99+G48//jh+85vfoKysahIt18wYGVGztO10BEJli5bKtBBMoR1rCe+WcpOmWFkULRpFQH1TXiJGfTHvIXTFRr4mc3yZem6D5+rzqGgkQ6CsWZQqcm/POJeuSibnR1PbYxUohO+37yIo/5n/hbS8XxK+izCln7bb3g9zk2cgiGMgZMtJ+HCIyuUmdEXLcfwwhsETyHHKkOMEmzgDge/Kjcm5ynXLNHJVmnwxz3WeFX1TsoTNmzejS5cuaN68OV577bWU5AqAIlcAsHPnTjhO8CaeccYZXFJkHBJggsVIGw8++CB69+4daX/ggQfQs2dP9QEKANOmTUP79u1x0UUXaeXDOJx88slYuXIlli9fjksvvRS7d+/O6twp1jwWkCxrqCQ5Np/La6KESGiKkrmdTdBHH0+RBgsZotAIA6J9zddgEhkTGolK0U/r6xr5WvS6JCGtCCFLRcZs80s5Di1vWvT48sbyE746r48dlguV+CTLgnQvwSRpovsLOglP8105rqeVBoXQVw4mXC+yiTNNancdD3mJMNtKmtppOfDFsx6rUnL14Ycf4swzz8R5552H559/Hnl5eWldN3DgQDRr1gy33XYb5s5Nz2xf0c8OxiEIH4CXwaOaTe5MsBhpobi4GOvXr8fEiRO19qeffhrz5s3DzJkzVdvEiRPxxRdf4OOPP8aQIUNw4YUX4ocffij3Hs2bN8fKlSvx448/4qyzzsLGjRuz/jok1jw2Ev/7KFGzYhUr4zgFCTP30fMJ0ZKbUUf7RL/8qaJEYfVHCV2hMo3oNvXIBJ1XhExVYKNnqlZZ9x5M02+ljZksadpIWVx/qwpHFhsoT5VZ7ksqUDYPliJVSXXJd33NbwUAwtEVKghfbX3jJ6+jihSgrxykmziXeY5StCRynbJISbDUd/DiWY/Z34ws4ZlnnkH37t1x66234uGHH4brpv9LfPLJJ7FlyxbcfffdafmpMv3sYBxaqC0eLCZYjHIxZcoUvPLKK1i8eDHq1q2r2l944QWMGzcOS5cuxdFHH63amzZtqtSsvn374vDDD9c2e06FRo0aYfHixejevTtOO+00rFixIquvxYRGsihsyhKNGdCM8EhJvGhyut5GiJaFfNGx4suCUQIUXmNR0oROnqiZ3gbt/lKtspT6rEpUOioVeW9tY8YiTdJlzjXuXCTPyg02b6Zki6paQJI0OZKoUWIFPa3d9YJHCkO73MRZnXf0czTOoTSZV/HXLo/gr10eSfEmVQ5lZWUYM2YMRowYgZdeegm33nprxv7Ia6+9FsuXL8f333+fsl9lPjsYjJoGNrkzUmLatGl47rnnsGzZMs1TMW/ePNx2221YtmwZmjdvrl2zdetWHHfccQCA9957D99//z3atGmT9j1zcnLw4IMP4pRTTkGvXr0wZcoU/PrXv87OC7JAkqwOI/Q4B2VeVzEO8kTy0vtkDAAAGUlJREFUp2kkT5bsVEioY/RHSALCHC3K5GQfamCX0QBhrIM02MtrPVdohFDbcxC6IV6Z6G3lUUP90vpbUJlQ0XSglWHl3Mq5p9kvspG0JFLmOJ4IYxjKSWkHoJUEVZuhfJn7C/q+QG5OUOqTIaM5hiIlSGBomeegTk50qxsAVUqsAGDXrl248sorsX79erz//vsoLCys8PU//PADmjRpAgD461//iiOPPBKNGjVKeV1lPzsYhwh8IDOTe9ZnkhLC96tZM2PUGmzduhXNmjXD8ccfj/r16wMA8vLy8P777yMnJweNGzfGkUceqfq/+eabOPLII3Heeefhm2++geu6qFOnDoqLi9G9e/eM5vD222+jX79+6NevHx588EHk5OSUf1ElIYlWXPimtqqP9jH+JZmhnzD7UzKmkSejjfalfMwyD2sCum9ps43jR9vS2QJHa0vR35ZxZZuvjUyZbaanLa6fl4B6YREV0My1oveT29xQskWDQiX5pmXB5PURMzvxXEkVK+GGqezquTwnPOQQNYua2xd3fSD6orOML774An369EHz5s3x/PPPa/+xShdbtmxBv379sGfPHjiOg5/97GeYMmUKioqKMGnSJDzyyCP49ttvUb9+feTn5+N///d/8bOf/Syrnx2Mgw+7du1CgwYNcO6pf0DCTc8HSFFathdvfTQZO3fuLHeRRjbABItR47F582ZcfPHFOOKIIzBv3jytHFlVKLpR32pHg0FYyiNeNsJkIzMRZUnASspkXysxcGLGMe+VJpnSVDxjvKokWCkDRG1tiJKukGyFL9ZMa5dzUKVAWgYGNK+W5q8iUQzqp+trnirh+Io0yfaEW6blW+UZZnapaCWM1YPVQawAYOnSpbjsssswePBgTJ48uUJ+KwajqlHbCBZ7sBg1Hi1atMA777yDxo0bo6ioqMp9WQCw9uGRWPtw1J+lBZHGGeMtX/QRMmBrc6PEQq7QS7W6MG4c05dEyYwyo1tWKcZtP5PKU+UlH6k8W1YDfMwjFeJWHEbnLD1T9nHDay0lQYvZPYjx0M3xwvUjnivH9YKVg5QkuWVIGKoUJVE5rm5oL/XCX2p1kKvS0lLcfvvt6Nu3L6ZPn44pU6YwuWLUXGSyglA+qhHswWLUCtSrVw/PPfccZs2ahV69emH06NG47bbbqvxLQJKsopumW/fio/sHRsJEk54sx/RkkT7UeE1DSG0hoBpBMFQ0eo25j6BtGxqbF8Haz1SyqiaiTIMtPDSdGAhaDrSOa9nAWUHe0/BfqZWCxnXC1cNEgWiAqOcLtSrQ8xw4jh7HACTLh0miVeY7WtlwaTdji6cqwtatW3HllVfi+++/x3vvvYd27dpVy30ZjEyR6YpAXkXIYMRACIHhw4dj5cqVeO6553Deeefhq6++qpZ7r31oJD56sBxFCwANE6UJ7VpGE+mjjVWOUqX1JdlPkdVxVFlK4VVKRwWKXOfa1SqbCmWqVeYKxIzVK9mPrjyU7y9hUJrSZjGlqxWBpuFf5l+ZMQzJrW+sahUhTgLRbXBcI+vKEb7ms5Io8x0sP3cqlp87NfUbkSW8+uqrKCoqQtu2bfHBBx8wuWIwsggmWIxah1NPPRWrVq1Cs2bNUFRUhCVLllTbvW0kC0DwrWqqI0abraRni2GoUA4WvSZVXIGjkxFbuUybo+wryZQIH9mEKThFcq/I+5AyToJEKKR6DyAIsbJdb74+ufWNqTwZRna5KtAxFTBicA+yrTzkGFlYZcly4N9/eR/+/sv74l9kFrFv3z78/ve/xxVXXIH7778fs2fPRr169arl3gxGpSG3ysnkUY3gEiGjVuKwww7Dk08+iblz56J///4YMWIEJkyYUC2rDCXJOvW302PN5ADCMpwtrsFso+TF1i+uL12hSOYhCYZmoDen54bX2xYaxn0URXxi5D7WqAdLm820Xl4Eg7y3fm2KD0zHtxr4w/P26824BQDB1jfJVYSR0qChdJmZVwAicQwU75w/OfZcVWDjxo24/PLLsXfvXqxatQoFBQXVen8Go9LgvQgZjKrHtddeiw8++ACLFy/G6aefjo8++qja7v3RgyPx0QN2RUvbUkfCaDNLawrSHG6UFem2NHEr6GhpUjuf0M+nUqJSlv1y0ivlVRSxQaRplA8jqlfCT10SdBF6riSSpT+TXMk22u57QoWHUsXKcbyIDyvhelpIqNxnEAiIVXWSK9/3MXPmTJx66qno1KkT3nvvPSZXDEYVghUsRq3HiSeeiA8++AATJkzAmWeeiTFjxmDs2LHVomYBUCTr1Jvt+Vk2ZUqW+YQPPdsJABU/lBJltNMx1DjGPeNiIcyxbXM2jfI2mCoZgIzUqnQM7MH9CMmxZGVpfW0xELaxzFBROaZN2RJB7pUJU60K+vpaHAPFez0m2SdVhdi8eTOGDBmCdevW4aWXXsKvfvWrap8Dg5E11BIFi3OwGAcVVq1ahUGDBiE3Nxdz5sxB+/btD8g82o9MrgCjRCL5U/hRQqPaoberlYVGX73RaE8SJGvoKOzEKy5Ty7zeJFNaHleyzbxPKoKlqXEx97blWdFrFNHT9gE05mvsPaiuJxlW+nsYtDuuB0FXf8pcK9dXypTjyBBR+3OJNT3vRnXD933MmjULo0aNwmWXXYYpU6agQYMG1T4PBiMbkDlYvyy8NeMcrDc/n1ptOVisYDEOKnTq1AmrV6/G+PHj0blzZ4wdOxZjxoypNjVL4uPpgarV/pboUnsa6VCe30rra/SHpb9GXNIgXRESVE6UgwkaD2FeXx5xqgh8x4/s92iOrc8rSrYotFKgaUw3N22W3Vx7uxDQyoASshz40UUT7JOsYnz55Ze4/vrr8dlnn+HFF19Ejx49Dsg8GIxDFaxgMQ5arFq1Ctdeey3y8/Mxe/ZsFBUVHbC5tL9lul2FiiMINNMqXfXJHM+icJlqUmTfxHSN65YxI1v5pCBYWnnSaoz3LW22cSyqlHF9kJvgJ/vI9HWjr2wnRIlGMjjquuCn6xj+K3Kd43gHjFQBgOd5ePzxxzFq1CgMGDAAU6dOZdWKcVBAKljnFdySsYK1bN00VrAYjMqiU6dOWLNmDcaPH48zzzwTQ4cOxfjx4zPaW62y+HhaaIY/5VZ7gKRVwUpGC5jtmvpEyRjtaqz2i1tJGFfiq2jqMV2VCNjVqkwUrMgCABjlQBNGOdBKYgVRxAz1SZIqU61ykgZ2SaZkNAMQhIo6wsc/+oxL+VqqGqtWrcKIESPwzTff4IUXXsCFF154QOfDYFQJaokHi1cRMg5q5OXlYeLEiVi7di3+3//7fygsLMTcuXPhedW8ZwLBP6aOxD+m6qsPTRXHlo8V107HSHk+ZqVeHGxb4pS3ZY72kGZ7S1992xzf8givSQmaayV8pVRFX0syPNSyUhBIqlVO9JxaLejG/718cvFd+OTiuw4oufr+++9xww03oGvXrujRowc+/fRTJlcMxgEGK1iMQwKFhYVYsmQJXn75ZYwcORKzZs3CI488ckDLhpRktRsdsy2KmXlFVxiaJbg4P1eMAqaaLFvTAEQZy+Q/imlkWqU1jgN7uTDV+LIcaCk3Kji+dQzfE3Bz0tsP6LO+d6bVryrheR5mz56NsWPH4owzzsDHH3+MNm3aHOhpMRhVC8/P7IPJ46BRBqNKIIRA//79ceGFF+Luu+/GmWeeiSFDhmDChAlo2LDhAZ3bP+8NydbJf0ixBx0xr0f8WSZRMkUXYpiPKFfG544fM651tWEmqwhBynzl+Las8BFmXcV5r+RQgrRbPpTNlYLW23kCwvHx+aV3lDOx6sOHH36IESNG4Ntvv8UTTzyB3r17Q4gsMVsGoyaDS4QMRs1EvXr1MGnSJKxduxbr1q1DQUEB7r//fuzdu/dATw0A8MnkkeqhYFNbyiv1GcGksZlQIjqWVtbL4Du70gqWT0qHMSVI62WOrx7WcqAvwnKg8FOW/oDAZ7Wu/+1Y1//2GkOuNm3ahIEDB+Kcc87BhRdeiE8//RR9+vRhcsVg1DDwKkLGIQ3f9/Haa69h7Nix2LVrF8aPH4+rrroKrpvlqPIs4OSx9iBTiXKjFlJlXJlqWJzqZCvR2VYJaqpWzEq/TBSu8nKttFWApC9oe9xx8PP/Lv8jaiK+/fZb3H333Zg1axYGDBiAcePGoWXLlgd6WgxGtUGtIjz+t0g4Gawi9PZi2YYHq20VIRMsBgNAWVkZnn32Wdx+++2oX78+Jk2ahF69etVoVeCkP04vn6RYyneiLIbolBNMqgWkVjHBClQo2p66HEiDQxVp0lSu1ARrw5U1k1QBwO7duzFt2jRMmTIF3bp1Q3FxMU455ZQDPS0Go9qhCFarmzInWBsf4pgGBqM64bourrnmGgwYMAAzZszAddddhxNOOAGTJ0/GWWeddaCnZ8WnxfpKxBNvT+HdItDKfhUIFo3bWieOIJltkb62hPZ0+azrx5I4BQ9WE4TvCWwaOCbNGx047Nu3DzNnzsSECRPQtm1bLF68GL/4xS8O9LQYDEaaYAWLwbBg9+7dmDp1KqZOnYqzzz4bY8eOxdlnn32gp1UhnHjHdKuCFRtMShC7ClGeryKC5WmZV360L2mPI1jCuG7TwD9EX0ANxp49e/CXv/wF9913n/ILXnTRRTVaTWUwqgNKwWpxY+YK1uaHuUTIYNQEbNu2DQ888AAeeeQRtGvXDmPHjkXPnj1r9Zdd4XiidFWAYFkT14EYL1TqsYL26EdPbBp7mgRr8+DRkTFrC3bu3InHHnsM999/P4455hiMGTMGAwYMqJF+QAbjQEARrOa/yZxgffkoEywGoyZBfvlNnz4djRs3xtixY9G/f38kEgdPlb1wQki8yt2A+QASrE3Dfx+5rjbjYCTxDEZVgAkWg3EQg5ZvXNfF6NGjMXDgQOTn5x/oqVUr2kwmKliWCNbGm27N3gRrATZt2oSpU6di9uzZ6NatW60sQzMY1QlFsJr9OnOCteUxJlgMRk3G/v378cILL+Cee+7Bv//9bwwdOhS//vWv0bx58wM9tRqF7du3o1GjRgd6GjUGvu9j+fLleOihh/Dqq6+ib9++GDNmDDp06HCgp8Zg1HgogtX0hswJ1r9mVBvB4qBRBiMD5OTk4Oqrr8Y//vEPzJs3D59//jnatm2LSy+9FMuWLTugex0yah527tyJRx99FO3atcOAAQNwwgkn4IsvvsALL7zA5IrBOEjBBIvBqASEEDj33HPxyiuvYN26dSgsLMSVV16JgoIC3Hffffj2228P9BQZBxCrV6/G0KFD0aRJE8ydOxejRo3C1q1bMWnSJFY7GYxMIbfKyeRRjWCCxWBkCS1atMCkSZOwZcsWTJw4Ea+99hqaNWuG/v37429/+1uN2YqHUbX4+uuvMW3aNHTs2BHnnHMOXNfF//zP/+D999/HoEGDDjm/HoORdfjIkGBV7zSZYDEYWUZeXh4uu+wyLF++HB999BFOPPFEjBw5EsceeyyGDx+Ov//971xCPMiwa9cuzJ07F+effz6aN2+OV199FTfeeCO++uorzJgxg8uADMYhCCZYDEYVorCwEBMmTMCGDRuwcOFCuK6Lvn37olWrVvjjH/+ITz755EBPkZEh9u3bh4ULF+Lyyy/HMcccg+nTp6NHjx7YuHEj3nzzTQwePLhajLQMxiGHWlIiPHhCfBiMGgwhBLp06YIuXbrg/vvvx5IlS/D000+jU6dOaN26NXr37o0+ffrg9NNP52DJGoxdu3ZhyZIlWLBgAV599VUcdthhuOqqq/Dhhx+iXbt2B3p6DMahAc9DsBdWJtdVH5hgMRjVjNzcXPTu3Ru9e/fGrl278Prrr2PBggXo1asXcnJycNFFF6F37944//zzUa9evQM93UMemzdvxsKFC7FgwQKsWLECbdu2RZ8+fbBo0SJ07twZjsOFAAaDEQXnYDEYNQSlpaV45513sHDhQsyfPx9btmzBeeedh169eqF79+4oLCysdenetTEHq6SkBO+//z6WLl2KhQsX4tNPP8XZZ5+NPn36oHfv3mjduvWBniKDcUhC5WD9bAgSTm6Fry/19mHZt7MrlIO1fv16XHvttfjuu+9wxBFHYM6cOTjppJOsfUtKStCxY0fUrVsXq1atYoLFYNRE+L6Pzz//HAsXLsTixYvx7rvv4ogjjkC3bt3Uo6CgoMYTrtpAsCShWrFiBVasWIF3330XjRo1Qvfu3XHRRRfhggsuQMOGDQ/0NBmMQx6KYB01OHOC9d0TFSJY5557LgYOHIhBgwbhpZdewtSpU/Huu+9a+9566634z3/+g48++ogJFoNRW1BSUoIPPvhAkYCVK1eiYcOG6NatG8455xycccYZOPnkk5GbW/EPnapETSRYO3bswOrVq/HOO+8oQtWwYUN0795dkde2bdvWePLKYBxqqG6CtW3bNhQUFOC7775DIpGA7/s49thj8d5776Fly5Za37fffhv33XcfbrnlFvz+97/HqlWr2IPFYNQG5Ofno2vXrujatSvuuOMOjXDNmzcPf/jDH1BSUoL27dvj5z//uXq0a9euxpGu6sT27duxevVq7bFx40a0aNECnTt3xuWXX44ZM2bUCjWQwWAk4fnIKNTKC67ZtWuX1pyXl4e8vOjWO1u2bEGTJk2QSARUSQiB5s2b48svv9QI1o8//oibb74ZCxYswPr161U7EywGoxbCJFye5+H//u//FIl47rnnMGrUKOzZswennHIKTj31VBQWFqKgoAAFBQVo3bq19QOltmL79u1Yt26denz22WdYs2YNNm3ahFatWinCOWzYMHTs2BFHHnnkgZ4yg8HIEL7vwfcrviJQXtOsWTOt/c4778Rdd91lvcb8j5et6Ddq1CiMGDECTZs21QgWlwgZjIMUvu9jw4YNWL16NT7++GOsX79eEZCSkhK0aNFCEa62bduiWbNmOPbYY3HssceicePGWVG+slEi9H0fu3fvxtdff42vv/4aX331FTZt2qQRqu+//x6NGzdWr6egoAAdOnRAx44da1yJksFgZAZZIvxlw2szLhG+uWMutmzZopUI4xSsbdu2oW3btvj+++9Tlgjbt2+vVLGSkhLs2LEDbdq0YQWLwThYIYRA69at0bp1awwYMEC1+76Pr776SiMob7zxBv71r3/h66+/xrZt2+B5Ho466ihFuJo0aYJjjjkG9evXx2GHHRb7Mz8/H47jqMfOnTtRWlqKsrIyeJ6HsrIy/PTTT9i9ezd++OEH68///Oc/ikxJQvXTTz8hPz9fzadFixYoLCxEjx49FEHkUE8G4xCB76tyX4WvA3D44Yen9Xlx9NFHo0OHDnj66acxaNAgvPzyy2jZsmXEf/Xxxx+r4xUrVrAHi8E4VCGEQNOmTdG0aVN07949cr60tBTbtm2LkBzZtnv3bo0Q0eP9+/eXe/+6desqUkYJmjxu0KABOnXqpMiUJHgNGjRgnxSDwUgSpcwJVkUwc+ZMDBo0CMXFxTj88MMxd+5cAMD111+PPn36oE+fPrHXcomQwWBkDb7vw/M87eG6rlK0hBBMkhgMRkZQJcIG1yAhMigR+vvw5s6nKhTTUBmwgsVgMLIGIQRc1+XtfhgMRtXB8wCRwbY3GRjjKwMmWAwGg8FgMGoPqrFEWBnwJloMBoPBYDAYWQYrWAwGg8FgMGoNfM+Dn0GJMJPsrMqACRaDwWAwGIzaAy4RMhgMBoPBYByaYAWLwWAwGAxG7YHnA6LmK1hMsBgMBoPBYNQe+D6ATGIauETIYDBqAUpKSnDJJZegoKAARUVFuOCCC7Bp0yYAwFlnnYWioiIUFRWhXbt2EEKo7SR++uknXHHFFWjTpg0KCgrwyiuvHMBXwWAwGFUDVrAYDEbGGDZsGC688EIIIfDwww9j2LBheOONN7By5UrV56WXXsK4cePQvn17AMCUKVOQl5eHL774Ahs3bsSZZ56J7t27o2HDhgfqZTAYjFoE3/PhZ1AirO6Na1jBYjAYGSE/Px89e/ZUW9907twZGzZsiPR74oknMGTIEPX8hRdewIgRIwAArVq1QteuXTF//vzqmTSDwaj98L3MH9UIJlgMBiMrePDBB9G7d2+t7V//+hdWrFiBq6++WrV9+eWXaNGihXresmVLfPnll9U2TwaDwagOcImQwWBUGsXFxVi/fj1mzJihtc+ZMwcXXXQRjjrqKK2dbvjM+80zGIyKgEuEDAbjkMCUKVPwyiuvYPHixahbt65q930ff/nLX7TyIAA0b95cmeEBYPPmzWjevHl1TZfBYNRylPp7Uepl8PD3Vus8hc//fWQwGBli2rRpeOaZZ7Bs2bKISX3FihUYOHAgNm3aBMcJ/y931113YdOmTZgzZw42btyIzp0747PPPkOjRo2qe/oMBqMWoaSkBK1atcK///3vjMdo3LgxNm7ciPz8/CzOzA4mWAwGIyNs3boVzZo1w/HHH4/69esDAPLy8vD+++8DAK655hocf/zxGDdunHbdjz/+iMGDB2P16tVwHAfFxcXo379/tc+fwWDUPpSUlGDfvn0ZX5+bm1st5ApggsVgMBgMBoORdbAHi8FgMBgMBiPLYILFYDAYDAaDkWUwwWIwGAwGg8HIMphgMRgMBoPBYGQZTLAYDAaDwWAwsoz/D7YW3/8JG4UIAAAAAElFTkSuQmCC"
     },
     "execution_count": 27,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "hm = heatmap(deg2rad.(collect((0:359))),collect(0:1:85),  SIFFER, proj=:polar, color=:viridis)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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"
     },
     "execution_count": 28,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "hm = heatmap(deg2rad.(collect((0:359))),collect(0:1:85),  SIFFER_FR, proj=:polar, color=:viridis)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "350.0"
      ]
     },
     "execution_count": 29,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "psi"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 202,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CanopyRTMod.volscatt(35.0, 70.0, 0.0, 89.0) = (0.36520793168285853, 0.5981478605598526, 0.08578330686751329, 5.832539063667912e-8)\n",
      "CanopyRTMod.volscatt(35.0, 70.0, 360.0, 89.0) = (0.36520793168285853, 0.5981478605598526, 0.0034155619880974226, -0.08236768655402524)\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "(0.36520793168285853, 0.5981478605598526, 0.0034155619880974226, -0.08236768655402524)"
      ]
     },
     "execution_count": 202,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "\n",
    "@show CanopyRTMod.volscatt(35.0,70.0,0.,89.)\n",
    "@show CanopyRTMod.volscatt(35.0,70.0,360.,89.)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {},
   "outputs": [],
   "source": [
    "using LinearAlgebra\n",
    "using StaticArrays\n",
    "θ_l = 30.0;\n",
    "θ_s = 30.0;\n",
    "φ_l = 0.0;\n",
    "θ_o = 40.0;\n",
    "φ_o = 180.0;"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {},
   "outputs": [],
   "source": [
    "l =  [cosd(θ_l); sind(θ_l)*cosd(φ_l);sind(θ_l)*sind(φ_l)];\n",
    "n =  [1.0; 0.0; 0.0]\n",
    "s =  [cosd(θ_s); sind(θ_s); 0]\n",
    "o =  [cosd(θ_o); sind(θ_o)*cosd(φ_o);sind(θ_o)*sind(φ_o)];"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "cosd(θ_l) * (1 + tand(θ_s) * tand(θ_l) * cosd(φ_l)) = 1.1547005383792517\n",
      "(s ⋅ l) / (s ⋅ n) = 1.1547005383792515\n",
      "(o ⋅ l) / (o ⋅ n) = 0.44647558819579863\n",
      "(cosd(θ_s) * cosd(θ_l) + sind(θ_s) * sind(θ_l) * cosd(φ_l)) / cosd(θ_s) = 1.1547005383792515\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "1.1547005383792515"
      ]
     },
     "execution_count": 32,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "@show cosd(θ_l)*(1 + tand(θ_s)*tand(θ_l)*cosd(φ_l))\n",
    "@show (s⋅l)/(s⋅n)\n",
    "@show (o⋅l)/(o⋅n)\n",
    "@show (cosd(θ_s)*cosd(θ_l) + sind(θ_s)*sind(θ_l)*cosd(φ_l))/cosd(θ_s)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "metadata": {},
   "outputs": [],
   "source": [
    "chi_s = []\n",
    "chi_o = []\n",
    "frho = []\n",
    "ftau = []\n",
    "for VZA=-85:1.01:85\n",
    "    chi_s_,chi_o_,frho_,ftau_ = CanopyRTMod.volscatt(30.0,VZA,0 ,45)\n",
    "    push!(chi_s,chi_s_)\n",
    "    push!(chi_o,chi_o_)\n",
    "    push!(frho,frho_)\n",
    "    push!(ftau,ftau_)\n",
    "end\n",
    "    "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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"
     },
     "execution_count": 34,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "VZA=-85:1.01:85\n",
    "plot(VZA,(frho), label=\"Frho\")\n",
    "plot!(VZA,(ftau), label=\"Ftau\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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"
     },
     "execution_count": 35,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "VZA=-85:1.01:85\n",
    "plot(VZA,(chi_s), label=\"chis\")\n",
    "plot!(VZA,(chi_o), label=\"chio\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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iwSKiq/JeOofGrX+F+fo5MKRZRccJS9rpd0ETPxC1a38LxesRHYeIOoAFi4japcg+1K77HVRRsbDMflR0nLAlaXSIfeBpeC58i8bt/xAdh4g6gAWLiNpl++IDuM8cR+z9P4VKbxAdJ6zpEociauYDaNrxLtzlJaLjENE1sGARUZs8VZVo+OhNRNwwF/oho0THIQCRN90D7cDrUPf2H6D4vKLjENFVsGAR0RUURUHdO3+EOqoPomYvFB2HviOp1Yi55yfwXPgWTTs3iI5DRFfBgkVEV7Af+ATuU0cRM//HUOk4NBhIdIOGIWJaLhq3/wOeixWi4xBRO1iwiOgyvqY61G95HaaxN/OuwQBlmbkA6ug41L3zByiyLDoOEbWBBYuILlP//ipIkgqWOx4THYXaIen0iLnnJ3CfPobmA9tFxyGiNrBgEVErZ9EhOAp2wzJ3CRcUDXCGYZkwjb0ZjR++AZ+tQXQcIvoBFiwiAgAoHjfqNv4J+mFZMI25SXQc6gDLnEVQFAUNW98QHYWIfoAFi4gAAE27NsBXW4Xo3Cf4rMEgoY6MgeX2hbDv3w7XmeOi4xDR97BgERG8tRfR9Ok7iJg6F9r+SaLjUCeYJ90G7aBhqH9vBRSfT3QcIvoOCxYRoX7zKkimCETd+oDoKNRJkkqNmLuXwXP+DJq/2io6DhF9hwWLKMw5iw7BeWQvoucshspgEh2HukCXlAbzhJlo+Pjv8DU3io5DRGDBIgpris+L+vdXQTdkFIzWaaLjUDdEzXoYkGU0bvu76ChEBBYsorDW/NVH8F6qRPSd/8KJ7UFOHRmNqFvuR/Pej+A5XyY6DlHYY8EiClOyvQmNH6+Fafwt0CUOER2HekDEDXdAE9sf9Zv/AkVRRMchCmssWERhqnH7Oig+LyyzHhYdhXqIpNHCMncJXCUFcB7bLzoOUVhjwSIKQ55LZ2H78kNE3nwP1FGxouNQDzKMGA99ajYatqzhsg1EArFgEYWhhi1roI6KReTUO0VHoR4mSRIscxbBe+ksmvd/LDoOUdhiwSIKM67Tx+A8uheW2Y9A0ulFxyE/0CUOhSnnRjR+vBayyyE6DlFYYsEiCiOKoqDhwzXQJg6BMXuq6DjkR1GzHoLssMG2a6PoKERhiQWLKIw4j+2H+8xxWH60CJKK//xDmSa2HyJuuANNOzfA11grOg5R2OF3WKIwofh8aNj6V+hTs2BIs4qOQ70g6uZ7IWm0aPx4regoRGGHBYsoTNjzdsB7oRyW2Y+KjkK9RGWKQOSMe9G8fzu81edExyEKKyxYRGFA8bjR+PHfYcyeCl1Squg41IsiJs+GKjKaV7GIehkLFlEYsO39J3yNtYia9ZDoKNTLJJ0eUbfcD3v+Lj5Ch6gXsWARhTjZ5UTTjndgGnsztH0Hio5DApjH3wJ1bD80bPub6ChEYYMFiyjENX/5IWR7E6JuuV90FBJE0mgRdesCOI/shbu8RHQcorDAgkUUwmRnM5p2vgfzhJnQ9OkvOg4JZBozHZp+SWj46C3RUYjCAgsWUQizfb4ZssuBqBn3io5CgkkqNaJuexCukgK4zhwXHYco5LFgEYUo2W5D065NiJg8G+roONFxKAAYR0+GZkAK7ygk6gUsWEQhyvbFZig+DyJvult0FAoQkkqFqFvv51Usol7AgkUUgmRnM5o+34yIibOgjooVHYcCiHH0FGj6J6Nx+z9ERyEKaSxYRCHItudDKB4Xr17RFVquYj0AV3E+XGVFouMQhSwWLKIQI7scsO3eBPOEmVBb+oiOQwHImDkFmv5JaPyYV7GI/IUFiyjENH+1FbLTjsib5ouOQgFKUqkQdcv9cBUfgru8VHQcopDEgkUUQmS3E007N8A8bgY0MX1Fx6EAZsy6Hpq+A9G04x3RUYhCEgsWUQhp3vcxZHsTIm++R3QUCnCSSo3Im+bDceQreC58KzoOUchhwSIKEYrXA9uujTBZp3PVduoQ05gboY6OQ9Nn74mOQhRy2i1YJ06cwKRJk5Camopx48bh+PG210w5evQopk2bhoyMDKSlpWHTpk0AgLKyMmg0GmRlZbX+OXXqlH+Ogohgz98FX/0l3jlIHSZptIiYfhfs+TvhrbkgOg5RSNG098bSpUuxZMkSLFy4EBs2bMCiRYuwb9++y7ax2+2YO3cu3nrrLUyZMgVerxd1dXWt70dHR6OwsNB/6YkIAKDIMpo+ew+GkROgHZAiOg4FEfPEmWj6ZD2adm1AzF3LRMchChltXsGqqqpCQUEBFixYAADIzc3FmTNnUFZWdtl269atw8SJEzFlyhQAgEajQd++nFhL1Nuc3+yDt6qCdw5Sp6l0BkRMuxPN+7fD11grOg5RyGizYFVUVCAhIQEaTcsFLkmSkJSUhPLy8su2O378OAwGA2bPno2srCw89NBDuHTpUuv7jY2NGDt2LKxWK1544QX4fD4/HgpReFIUBY073oVuyCjorxsuOg4FoYjJsyGptbB98YHoKEQho90hQkmSLnutKMoV23g8Hmzfvh379+9HQkICnnvuOTz55JN49913MWDAAFRWViI+Ph61tbW455578Oqrr2L58uXthlm2bBksFkvr63nz5iE3N7fNbb8/FEnUWwLxvPOdOQZPeQn09/8ctbW8AhGKeuO8U2dPQ9OXH8KbcwskvdHvn0eBLxC/3wWy2NjLH0vWZsEaNGgQKisr4fV6odFooCgKKioqkJSUdNl2ycnJmD59OgYOHAgAeOCBBzBr1iwAgF6vR3x8fOuHPvroo1i3bt1VC9aKFStgtVq7fDBEvSHQzrtL726HNmEw4sZOu+IXIwod/j7vvLfehwsHt0NXchCR0+7062dR8Ai073fBpM0hwvj4eGRnZ2Pt2rUAgI0bNyIlJQUpKSmXbTd//nzk5eWhsbERAPDxxx8jMzMTQMs8Lo/HAwBwuVzYtGkTsrOz/XUcRGHJc74MruJDiLgxl+WKukUT0xcm61TYPn8fis8rOg5R0Gt3mYZVq1Zh1apVSE1Nxcsvv4w1a9YAABYvXowtW7YAAJKSkvDMM89g4sSJyMzMxI4dO/CnP/0JAPDll18iOzsbmZmZsFqt6N+/P5599tleOCSi8NG0axPUljiYsqeKjkIhIGL6XfDVVcFRuEd0FKKgJyltTa7qZQUFBcjJyUF+fn6Hhwhra2t56ZJ6XSCdd76GGpx/4WFYbn8YkTdy7atQ1pvn3aXXfgHZ1oD4p1fwqmiYC6Tvd8GIK7kTBSnblx9C0mhhnnCb6CgUQiJvvAues6fgKj0sOgpRUGPBIgpCsssB21dbYZ4wEypThOg4FEL0qdnQJgzmkg1E3cSCRRSE7Ac+geK0I2LqXNFRKMRIkoSIG+6A8/hBeC+dEx2HKGixYBEFGUWWYfviAxhHT4Emtp/oOBSCTNZpUJkiYduzRXQUoqDFgkUUZJzF+fBWn0PEDXeIjkIhStLpYZ54G5oPfALZaRcdhygosWARBZnmPVugTRwCHR+LQ35knjIbiscJ+8FPRUchCkosWERBxHPpLJxFeYi4/g7eQk9+pYnuC+PoKbDt2QJFlkXHIQo6LFhEQaR5z4dQmS0wWaeJjkJhIGLqXHgvnYWz+JDoKERBhwWLKEjILgeaD34C88SZkLQ60XEoDOhSMqAdNIxLNhB1AQsWUZCw5+2A4nbCPHm26CgUJiRJQsT1d8BVnA/PxQrRcYiCCgsWURBQFAW2L7bAOGoSNDF9RcehMGKy3gBVRDRse3gVi6gzWLCIgoCr9DC8VRWIuH6O6CgUZiSNDubJt8N+cAdku010HKKgwYJFFARsX3wAbcJ10A0ZJToKhaGISbOg+LxoPrBddBSioMGCRRTgvNXn4Tx+EBHXz+HSDCSE2tIHpqzrYfvyQyiyT3QcoqDAgkUU4GxfbYVkNMOYM110FApjETfMha/mApzHDoqOQhQUWLCIApjscqJ5/3aYJ8yESmcQHYfCmC45DbrkdD6fkKiDWLCIApg9fycUpx0RXJqBAoB58u0tN1xcOic6ClHAY8EiClCKoqB5zxYYRoyHpk9/0XGIYMq6AZIxArZ920RHIQp4LFhEAcpdVgTP+TJETOHVKwoMkk4P89ibYD/4CRSvR3QcooDGgkUUoJr3bYO6T3/oU7NFRyFqZZ40C7KtAY6j+0RHIQpoLFhEAUi22+A4/AXME2ZCUvGfKQUObf9k6AaPQPPef4qOQhTQ+J2bKADZ83dC8XlgHjdDdBSiK5gn3gbXiUJ4Lp0VHYUoYLFgEQUYRVHQvG8bDCMnQG3pIzoO0RVMmddDMkWgmZPdidrFgkUUYDzlpfCcOwPzhNtERyFqU8tk9xmwH/gUitctOg5RQGLBIgowtn3/hDomHoZ0q+goRO0yT7wNcnMDHEf2io5CFJBYsIgCiOxshqPgc5gn3ApJpRYdh6hd2v5J0A0ZxcnuRO1gwSIKIPb83VA8bpjG3yI6CtE1RUy8Da6TR+CpqhQdhSjgsGARBZDmfdtgGD4Wmui+oqMQXZMxcwpU5ihOdidqAwsWUYBwV5yAp/IkzJNmiY5C1CGSVgfT2JthP/gpFA8nuxN9HwsWUYBo3rcNakscDOljREch6rCWye6NcBz5SnQUooDCgkUUAGSXA/b8XTBNuBWSmpPbKXho+w2Cfuho2DjZnegyLFhEAcBRsBuK2wkzJ7dTEDJPvA3uU0fhvXROdBSigMGCRRQAbPs+hiF9DDSx/URHIeo046hJkAxmNOd9KjoKUcBgwSISzH32NDzlJTBP5MrtFJwknR4m61TYD+6AIvtExyEKCCxYRILZD34KVYQFhhHjREch6jLTuBnw1V+C68TXoqMQBQQWLCKBFJ8X9vydMOXcCEmtER2HqMt0yenQxCfCfpDDhEQACxaRUM6iQ5BtDTCNmyE6ClG3SJIE07gZcBzZC9nRLDoOkXAsWEQC2fN2QJswGLqBg0VHIeo285iboHg9cBR+IToKkXAsWESC+Job4fhmP0zjbhYdhahHqKPjoE+zopnDhEQsWESiOAp2A4oCU86NoqMQ9RjzuBlwnznOB0BT2GPBIhKkOW8HDBljoI6MFh2FqMcYR02EZDDDnrdDdBQioViwiATwXPgWnvJSTm6nkCNpdTBZp8GexzWxKLyxYBEJ0HxwByRTBIxc+4pCUMuaWNVcE4vCGgsWUS9TZF/L2lfW6ZA0OtFxiHqcLjkNmvhBnOxOYY0Fi6iXuUoOQ26ogZl3D1KIkiQJ5vG3wHHkK8h2m+g4REKwYBH1sua8HdD0S4J2UKroKER+YxpzI+D1ws41sShMhcyzOU43Kqh3i05Boa6hQQWLrHT56yVnM+KO7EXzDQ/gXA0AdH1fFD66e96JEQvLYCsu7f0Upal8kHkwCs7zruuidcDgKKnH9hcSBavaqWDYu16E0XlAwpgBeLv81ffV7savvV5Mr5yKC+93fT8Ubrp33oky23UjXqt8BXe/XYbT+kTRcajTgvO86yq1BFxYoEGcoWdKVkgUrDiDhBPzNbyCRX7X0NAAi8XS5a+PfnMnvIOz8dH8fj2YikJdd887YbyTIf+XGf/s/wWapz0kOg11UtCed10UrUOPlSsgRAoW0LOX9YjaU6uSERvbtXPNe+kcLlQeR+yDP8eQOJ6v1HHdOe/E0qM2azK0RbuRmvsQJCkYjyF8Be95Fxg4yZ2olzTn7YBkMME4apLoKES9xpRzI3w15+H+tlh0FKJexYJF1AsURYG9YBeMmVMg6fSi4xD1Gv3QUVBFxcKRv0t0FKJexYJF1As85aXwVZ+HKWe66ChEvUpSqVsenXP4Cyg+PjqHwgcLFlEvsBfshioqBvqho0VHIep1ppzpkG31cJUeFh2FqNewYBH5mSL7YD+8G6asqZBUatFxiHqdNnEoNPGJsHOYkMIICxaRn7lOHoHcWMfhQQpbkiTBlDMdjqN7IbudouMQ9QoWLCI/s+fvgjpuALRJfDQOhS+TdToUlwPObw6IjkLUK1iwiPxI8brh+PormKzTuAYQhTVN3wToktNhL+AwIYUHFiwiP3IePwTF2QyTlcODREbrNDiLDkFubhIdhcjvWLCI/MhesAvagUOg7Z8kOgqRcCbrVECWYf96j+goRIvvYXMAACAASURBVH7XbsE6ceIEJk2ahNTUVIwbNw7Hjx9vc7ujR49i2rRpyMjIQFpaGjZt2tT63tatW5Geno6hQ4ciNzcXNput54+AKEDJTjscxw7AZJ0mOgpRQFBHxkCfmsW7CSkstFuwli5diiVLlqC0tBTLly/HokWLrtjGbrdj7ty5ePHFF1FUVIRjx47h+uuvBwDYbDYsWrQImzdvxsmTJzFgwAC89NJL/jsSogDjOLoX8LhhtE4VHYUoYJhyboT71FF46y6JjkLkV20WrKqqKhQUFGDBggUAgNzcXJw5cwZlZWWXbbdu3TpMnDgRU6ZMAQBoNBr07dsXALBt2zaMGTMG6enpAIAnnngC69ev99dxEAUce/5u6AaPhCYmXnQUooBhHD0R0OrgKNgtOgqRX7VZsCoqKpCQkACNRgOgZQ2TpKQklJeXX7bd8ePHYTAYMHv2bGRlZeGhhx7CpUstv5WUl5cjOTm5dduUlBScPXsWsiz761iIAobPVg9XaQGHB4l+QGUwwzhiAocJKeRp2nvjh7eUK4pyxTYejwfbt2/H/v37kZCQgOeeew5PPvkk3n333Tb3cS3Lli2DxWJpfT1v3jzk5ua2uW1dXV2n9k3UEzp63nnyPgUgwZUyEu7aWv+GopAXat/vfGlj4Cn8AtXFR6CKTxQdh9oRauedv8XGxl72us2CNWjQIFRWVsLr9UKj0UBRFFRUVCAp6fI7oZKTkzF9+nQMHDgQAPDAAw9g1qxZAICkpCTs3LmzdduysjIMHDgQKlX7Ny6uWLECVqu1ywdD1Bs6ct5VFR+AId2KPokp/g9EYSGUvt8pY6fj3Id/gfZkPizpfD5nIAul8663tdl24uPjkZ2djbVr1wIANm7ciJSUFKSkpFy23fz585GXl4fGxkYAwMcff4zMzEwAwMyZM5GXl4fi4mIAwMqVK3Hvvff66ziIAoa39iLcZ47DyOFBojZJGi1Mo6fAXvhFm6MjRKGg3SHCVatWYeHChfjVr36FqKgovPXWWwCAxYsXY86cOZgzZw6SkpLwzDPPYOLEidBoNBg4cCD+8pe/AAAiIyOxevVqzJ07F16vF6NGjWrdB1Eosxd8Dkmrh3HkRNFRiAKWMet6NO//GJ6zp6BLHCo6DlGPk5QA+PWhoKAAOTk5yM/P7/AQYW1tLS9dUq/ryHl38ZXHoemXhD4PP9NLqSjUheL3O8Xnxflf3g/zhJmw/OhR0XGoDaF43vUmruRO1IM8FyvgOXcGpuwbREchCmiSWgPjqEmwF+7hMCGFJBYsoh7k+PpLSHojDOljREchCnjG7BvgqzkPT+VJ0VGIehwLFlEPchTugWH4OEg6vegoRAFPPzQTKnMUHIV8NiGFHhYsoh7iuXQWnnOnYcy6XnQUoqAgqdUwjp7MYUIKSSxYRD3EUbgHkk4PQwaHB4k6yph1PYcJKSSxYBH1kJbhwfFQ6QyioxAFjZZhQgvsh78QHYWoR7FgEfUA76Vz8Jw9xeFBok5qGSacBMfXHCak0MKCRdQD7IVftAwPDh8rOgpR0Gm5m/ACPBUnREch6jEsWEQ9wPF1y92DHB4k6jz9kNEtw4S8m5BCCAsWUTd5q8/BU8nhQaKuktRqGDMnw8FnE1IIYcEi6iZ74ZeQtHoYMsaJjkIUtIxZ18NXe5HDhBQyWLCIuqlleHAsVHoODxJ1lX7IaKgiLLAX8m5CCg0sWETd4K0+D0/FCRgzOTxI1B3/u+io4zCHCSk0sGARdYPj6y8BrQ6GERweJOouY9YN8NVVwVNRKjoKUbexYBF1g73wCxgzxkKlN4qOQhT09ENGQRURzUVHKSSwYBF1kfe7dXt49yBRz2gdJuSzCSkEsGARdZHj6z0tw4PDOTxI1FOMmZNbhgn5bEIKcixYRF1kL/wShvQxUBlMoqMQhQz90NGQTBFwHN0rOgpRt7BgEXWBt/YiPOUlMHF4kKhHSWoNjCMmwHHkK9FRiLqFBYuoCxxH9gJqLe8eJPID46hJ8F4oh6eqUnQUoi5jwSLqAsfRvTCkZkFlMIuOQhRy9OlWSFp9yy8yREGKBYuok3y2erhPH4Nh9CTRUYhCkkpngCFjDIcJKaixYBF1kvPYQQAKjCMniI5CFLIMoyfBU14CX3216ChEXcKCRdRJjiNfQZeSAXVkjOgoRCHLOHwcoFLzbkIKWixYRJ2guJ1wlhTAOHqy6ChEIU1lioR+WCYLFgUtFiyiTvCdOgJ4PTCOmig6ClHIM46eDNfJI/A1N4qOQtRpLFhEneArzoN2QAo0cQmioxCFPOPICYCiwHnsgOgoRJ3GgkXUQYrXA1/pYRg4PEjUK9SWPtAlp3O5BgpKLFhEHeQ6dRRw2WEcxeUZiHqLcfQkOEvyIbucoqMQdQoLFlEHOY7shWSJg3bgYNFRiMKGcdRkwOOGs/iQ6ChEncKCRdQBiizD8c0+qNPHQpIk0XGIwoambwK0A1Lg5KKjFGRYsIg6wF1eCrmhBuq0MaKjEIUdw+jJcBw7CMXrER2FqMNYsIg6wHl0L1RmC1RJaaKjEIUd46hJUJzNcJ34WnQUog5jwSLqAMfRvTCMHA9JxX8yRL1NO3Aw1H36c9FRCir8aUF0DZ4L5fBWVfLuQSJBJEmCcdQkOL7ZB0WWRcch6hAWLKJrcBzdC0lngCHNKjoKUdgyjp4EubEO7m+LRUch6hAWLKJrcBzdC0PGGEhanegoRGFLl5IBldkC5zf7RUch6hAWLKKr8NZfgqe8lMODRIJJKjUMI8bBcYwFi4IDCxbRVTiP7gNUahiGjxMdhSjsGUeMh/dCObzV50RHIbomFiyiq3B8sx/6oaOhMkWIjkIU9vTpOYBaC8c3fPgzBT4WLKJ2yE47XCePwjBivOgoRARApTdCPywTzmMsWBT4WLCI2uEsKQB8HhhHThAdhYi+Yxw5Hq5TRyHbbaKjEF0VCxZRO5zf7IemfzI0ffqLjkJE3zGMmADIPj78mQIeCxZRGxTZB+fxPBg5PEgUUDQxfaEdOAQOLtdAAY4Fi6gN7m9LIDc3wMDhQaKAYxg5Ac6iQ1B8XtFRiNrFgkXUBuexA1CZLdAl8+HORIHGOGI8FIcNrtPHREchahcLFlEbHMcOwDB8LCSVWnQUIvoBbeJQqKJiuao7BTQWLKIf8NZcgPd8GZdnIApQkkoF44jxcBzbD0VRRMchahMLFtEPOI8dANQaGNL5cGeiQGUYOQG+6vPwXqwQHYWoTSxYRD/gOHagZfV2g1l0FCJqh2FYFiStnouOUsBiwSL6HtnZDNfJI1yegSjASTo99GnZfPgzBSwWLKLvcZYcBnxezr8iCgLGkRPgPlMEn61BdBSiK7BgEX0PV28nCh6G4eMARYbzeJ7oKERXYMEi+g5XbycKLuqoWGiT0uDkMCEFIBYsou9w9Xai4GMcOQHO4nwoXrfoKESXYcEi+o7zm/1cvZ0oyBhGjoficsB18qjoKESXYcEi+g5XbycKPtoB10EdE8+HP1PAYcEiwnert1/4lsODREFGkiQYRoxrefgzV3WnAMKCRYTvrd6eli06ChF1kiFjLHw15+GtqhQdhagVCxYRuHo7UTDTD8sENFo4i7hcAwWOdgvWiRMnMGnSJKSmpmLcuHE4fvz4Fdvs3r0bJpMJWVlZrX8cDgcAoKysDBqN5rL3Tp065b8jIeoi+bsJsobh40RHIaIuUOkM0A/N5HpYFFA07b2xdOlSLFmyBAsXLsSGDRuwaNEi7Nu374rthg8fjkOHDrW5j+joaBQWFvZcWiI/cJ0oBHweGFmwiIKWcfhY1H/wOmSXAyq9UXQcoravYFVVVaGgoAALFiwAAOTm5uLMmTMoKyvrzWxEvcJ5PA+auARo+iaIjkJEXWTIGAv4vHCV8pd6CgxtFqyKigokJCRAo2m5wCVJEpKSklBeXn7FtiUlJbBarRg7dixWrlx52XuNjY0YO3YsrFYrXnjhBfh8Pj8cAlHXKYoCZ9EhGIaPFR2FiLpB0zcBmr4D4Tx+UHQUIgBXGSKUJOmy123d/mq1WlFZWQmLxYLKykrMmjULcXFxmD9/PgYMGIDKykrEx8ejtrYW99xzD1599VUsX7683TDLli2DxWJpfT1v3jzk5ua2uW1dXd01D47oWuSqSvjqquBJTEdtbe01t+d5RyLwvOugwaNhP3YAck3NFT/DqPN43nVObGzsZa/bLFiDBg1CZWUlvF4vNBoNFEVBRUUFkpKSLtsuKiqq9e+JiYm47777sGfPHsyfPx96vR7x8fGtH/roo49i3bp1Vy1YK1asgNVq7fLBEHVWU+FOuLR6xGVNgqTTd+hreN6RCDzvrs1pvR7VB7Yh0tUAXcJg0XFCAs+7rmtziDA+Ph7Z2dlYu3YtAGDjxo1ISUlBSkrKZdudP38esiwDAJqamrB161ZkZ7esI1RVVQWPxwMAcLlc2LRpU+t7RIHCWZQH/bDRHS5XRBS49ENGQtIZeDchBYR2l2lYtWoVVq1ahdTUVLz88stYs2YNAGDx4sXYsmULgJbiNWrUKGRmZmLChAmYMWMGHnnkEQDAl19+iezsbGRmZsJqtaJ///549tlne+GQiDpGdjbDdfpYy+RYIgp6kkYHfWo2CxYFhHbnYKWlpbW5LMPq1atb/75s2TIsW7asza+fN28e5s2b1wMRifzDVVoI+LwsWEQhxDB8LOo3rIBsb4LKFCk6DoUxruROYctZdAia+ERo4gaIjkJEPcSQMRaQZThLDouOQmGOBYvCkqIocB7P49UrohCjiekL7YAULtdAwrFgUVjynD8DX0M1178iCkGG4ePgLDoE5bubsIhEYMGisOQ8fgiSTg/9kJGioxBRDzMMHwvZVg9P5UnRUSiMsWBRWGpZniELkkYnOgoR9TBdSgYkg5l3E5JQLFgUdmRHM9xnjsHAhzsThSRJrYEh3QpnEQsWicOCRWHHWVIAyDIMGWNERyEiPzFkjIW7vAQ+W73oKBSmWLAo7DiL8qDpnwRNbD/RUYjITwwZYwBFgbM4X3QUClMsWBRWFEWBs4jLMxCFOnVULLSDhnEeFgnDgkVhxXP2FOTGOhYsojBgyBgLZ/EhKLJPdBQKQyxYFFacRYcg6Y3QDx4hOgoR+ZkhPQeK3QZ3+QnRUSgMsWBRWHEePwh9ajYkjVZ0FCLyM11yOiSDGS7OwyIBWLAobMj2JrjLinn3IFGYkNRqGFKz4CxhwaLex4JFYcNZehhQuDwDUTjRp+fA/W0xZLtNdBQKMyxYFDZcxQXQxA+CJiZedBQi6iWG9BxAluE8USg6CoUZFiwKC8p36+EY0nNERyGiXqSJ7QdNfCLnYVGvY8GisOCtqoSv/hL06VbRUYiolxnSc+AszoeiKKKjUBhhwaKw4CzOB9Ra6IeMFh2FiHqZPj0HvroqeKsqRUehMMKCRWHBVZIP/ZARUOkNoqMQUS/TDxkNqLV8bA71KhYsCnmK1w3XySMwpHH+FVE4UukN0A8ZwXlY1KtYsCjkuU4fh+J2Qc8J7kRhy5CeA9fJI1A8btFRKEywYFHIcxbnQxUZA+2AFNFRiEgQfXoOFI8LrtPfiI5CYYIFi0KeqzgfhjQrJBVPd6JwpR1wHVRRsZyHRb2GP3EopPkaa+E5d5rLMxCFOUmSYEizch4W9RoWLAppzpICAOAEdyKCIT0HnvNl8DXUiI5CYYAFi0Kaq6QA2sQhUEdGi45CRILp06yAJHGYkHoFCxaFLEWW4Swu4NUrIgIAqCMs0CYOZcGiXsGCRSHLc+4MZFs9l2cgolaG9By4Sg9DkX2io1CIY8GikOUszoek00N/XYboKEQUIAzpYyA3N8JTeVJ0FApxLFgUslwlBdAPzYSk0YmOQkQBQpeSDklv4jAh+R0LFoUk2eWE6/QxGDg8SETfI6k10KdmsWCR37FgUUhynfwa8Hla7hoiIvoeQ3oO3GVFkB3NoqNQCGPBopDkKimAOiYemvhE0VGIKMAY0nMAWYbrxNeio1AIY8GikOQszochPQeSJImOQkQBRtOnP9RxA+AsPSw6CoUwFiwKOd7ai/BWVXJ5BiJqlyE1G67vnvRA5A8sWBRynCUFgKSCYViW6ChEFKD0aVZ4L52Ft65KdBQKUSxYFHJcJYehS0qFyhQhOgoRBSjD0ExAkuAq4TAh+QcLFoUURZbhOlEIfVq26ChEFMBU5khoBw3jPCzyGxYsCimec6chNzfCkMqCRURXZ0jN/u6xObLoKBSCWLAopLhKD0PS6aFLSRcdhYgCnD7NCtnWAM/5MtFRKASxYFFIcZYchm7wKD4eh4iuSX9dBiStnncTkl+wYFHIUDxuuE8fg4Hzr4ioAySNDrohIzkPi/yCBYtChqusCIrHBT3nXxFRBxlSs+E+9Q0Uj1t0FAoxLFgUMlylh6GKsEA7IEV0FCIKEvo0KxSPC66yItFRKMSwYFHIcJUWQj8sC5KKpzURdYx2QApUERbOw6Iex59EFBJkuw3u8lIYUrl6OxF1nKRSQZ+azXlY1ONYsCgkuE4eARSZ86+IqNMMqdnwVJyA3NwkOgqFEBYsCgnO0sNQxw2Apk9/0VGIKMjo07IBRYHz5Neio1AIYcGikOAqPczV24moSzQx8dD0Hch5WNSjWLAo6HnrLsFbVcnhQSLqMn2alfOwqEexYFHQc5UeBiQJ+mGZoqMQUZAypGbDV30e3poLoqNQiGDBoqDnKj0MbeJQqM1RoqMQUZDSD8sEJBWvYlGPYcGioKYoCpylhZx/RUTdojKaoUtK5Tws6jEsWBTUvBe+hdxUBz3XvyKibtKnWeEqLYQiy6KjUAhgwaKg5iw5DGi00F83QnQUIgpyhrRsyPYmeM6eEh2FQgALFgU1V+lh6K8bAUmnFx2FiIKcLjkdks7Q8osbUTexYFHQUnxeuE4d5fAgEfUISaOFfugouEo5D4u6jwWLgpb72xIoLgcMaZzgTkQ9Q59qhev0MShul+goFORYsChouUoPQzJGQJs4VHQUIgoRhrRswOuB68wx0VEoyLFgUdBylhRAP2w0JJVadBQiChGa/slQRcVwHhZ1W7sF68SJE5g0aRJSU1Mxbtw4HD9+/Iptdu/eDZPJhKysrNY/Doej9f2tW7ciPT0dQ4cORW5uLmw2m3+OgsKObG+Cu6wYhoyxoqMQUQiRJAmG1GzOw6Jua7dgLV26FEuWLEFpaSmWL1+ORYsWtbnd8OHDUVhY2PrHaDQCAGw2GxYtWoTNmzfj5MmTGDBgAF566SX/HAWFHWdxAaDIMGSMER2FiEKMPjUbnspT8NkaREehINZmwaqqqkJBQQEWLFgAAMjNzcWZM2dQVlbW4R1v27YNY8aMQXp6OgDgiSeewPr167ufmAiAsygP2gEp0ET3FR2FiELM/z4ZwlVaKDgJBbM2C1ZFRQUSEhKg0WgAtFwyTUpKQnl5+RXblpSUwGq1YuzYsVi5cmXrfy8vL0dycnLr65SUFJw9exYyV8ilblJkGc6iPBiGjxMdhYhCkDo6Dpp+SS0PkifqIk17b0iSdNlrRVGu2MZqtaKyshIWiwWVlZWYNWsW4uLiMH/+/Db3cS3Lli2DxWJpfT1v3jzk5ua2uW1dXV2n9k2hw3f2FGRbA9yJaaitre3Vz+Z5RyLwvBMgOQP2okOQa2o6/bMsVPC865zY2NjLXrdZsAYNGoTKykp4vV5oNBooioKKigokJSVdtl1UVFTr3xMTE3Hfffdhz549mD9/PpKSkrBz587W98vKyjBw4ECoVO3fuLhixQpYrdYuHwyFh8aD2+A2mBE3ejwkdbu/I/gNzzsSgedd73KMnoiag9thkV3Q9E0QHUcYnndd12bbiY+PR3Z2NtauXQsA2LhxI1JSUpCSknLZdufPn28d8mtqasLWrVuRnd0ydj1z5kzk5eWhuLgYALBy5Urce++9/joOCiPOojwY0q1CyhURhQf90NGASgVnCe8mpK5p93LSqlWrsGrVKqSmpuLll1/GmjVrAACLFy/Gli1bALQUr1GjRiEzMxMTJkzAjBkz8MgjjwAAIiMjsXr1asydOxdDhw7F2bNn8Ytf/KIXDolCmc9WD3d5CZdnICK/UhlM0KVkwFmUJzoKBal2LwGkpaVh3759V/z31atXt/592bJlWLZsWbs7nzNnDubMmdPNiET/j7M4H1AULs9ARH5nzLweDVtWQ25ugsocKToOBRmu5E5BxXk8D9rEoVBHcV4AEfmXyToVUGTYC78QHYWCEAsWBQ3F64az+BAMwzk8SET+p46MgT7VCnv+zmtvTPQDLFgUNBzf7Idit8FknS46ChGFCfOYG+E+fQzemguio1CQYcGioNG8/xPoUjKg7Z907Y2JiHqAYdRESDo97Pm7REehIMOCRUHBW3cJrpJ8mMffIjoKEYURld4I46hJsB/a2eaC20TtYcGioGA/+AkkrQ7G7KmioxBRmDGNuQneqgp4Kk+KjkJBhAWLAp4iy2g++CmMWTdAZTCJjkNEYUafmg1VRDTshzjZnTqOBYsCnuvkEfhqLsA84VbRUYgoDElqNUzWabDn74TicYuOQ0GCBYsCXvOB7dD0HQjddSNERyGiMGWeMhuyrQH2gt2io1CQYMGigCY3N8Fx5CuYxt8atk+0JyLxtPGJMIwYD9vn73OyO3UICxYFNNuXLc+95N2DRCRaxNS58Jw7A9eJr0VHoSDAgkUBS3G7YPtiC8zjboE6Mlp0HCIKc/phWdAOSIHt8/dFR6EgwIJFAav54CeQ7U2InJ4rOgoRESRJQsTUO+E8fhCeS2dFx6EAx4JFAUnx+dC0axOMWddDEzdAdBwiIgCAKWc6VOYo2L74QHQUCnAsWBSQHF9/CV/NeUTeeJfoKERErSStDubJs2E/8Al8tnrRcSiAsWBRwFEUBU0734M+NRu6QcNExyEiukzEDXcAkgpNn70nOgoFMBYsCjiu4nx4Kk8i8qa7RUchIrqC2hyFiGl3ovnLrfA11IiOQwGKBYsCiiLLaPjwDegGj4A+NVt0HCKiNkVOvRPQaNG04x3RUShAsWBRQHEU7Ibn3GlYfrSIC4sSUcBSmSIQeeNdsO3dBm9dleg4FIBYsChgKF43Gv75FgyjJkF/3XDRcYiIririhjugMpjQ9Ml60VEoALFgUcCwffVP+OouwXL7QtFRiIiuSaU3IvLm+Wg+sB2eixWi41CAYcGigCA7mtH0yTqYx98Cbf8k0XGIiDokYsqPoI7ph/pNr/EZhXQZFiwKCI2frIPidiFq5gLRUYiIOkzS6hB951K4SgrgPLpXdBwKICxYJJz77GnYPn8fkbfcB3V0nOg4RESdYhgxHobhY1H//irIbqfoOBQgWLBIKEX2of7d/4YmfhCfOUhEQUmSJETf+Th8jXVcfJRasWCRUM17t8H9bTFi5j8FSaMVHYeIqEs0fRMQeWMumj57F95L50THoQDAgkXC+Bpr0bD1rzBPmAn94BGi4xARdUvkzfdCbemD2vW/hyL7RMchwViwSAhFUVC3YQUkjQaWHy0SHYeIqNtUegNi7/8Z3GeOwfb5ZtFxSDAWLBLCfmA7nEf2Imb+U1CZI0XHISLqEfohoxAx9U40fPQmPBe+FR2HBGLBol7nuXQW9Zteg3nCTBhHTxYdh4ioR1lmPQxNbH/U/uN3UHxe0XFIEBYs6lWKz4vav/8G6qg+sNy5VHQcIqIeJ+n0iF3wNDxnT6Hx47Wi45AgLFjUqxq3/R2eypOIffDnUOmNouMQEfmFLikNUbc9hKZP34bj2AHRcUgAFizqNY4jX6FpxzuImvUwdMlpouMQEflV5E3zYRgxHrVrfwtvzQXRcaiXsWBRr/CcL0PtP34HY+YURN40X3QcIiK/k1QqxD7wNFSmSNT89UUoHrfoSNSLWLDI72R7E2rWvAB1bD/E3P8zSJIkOhIRUa9QmSLR55Hn4LlYjrp3/5sPhA4jLFjkV4rPi5q/vQyfvRFxi37JeVdEFHZ0iUMQe++/wZ63A03b/yE6DvUSjegAFLoUWUbd23+A68TXiFvyAjRxCaIjEREJYcqZDm/tRTR+9CbUMfEwj79FdCTyMxYs8puGrW/AnrcDsQ/+HIY0q+g4RERCRd58D3y1F1H3zh+htvSBIT1HdCTyIw4Rkl807doI284NsNz5LzDlTBcdh4hIOEmSEH3XMhjSrah54wW4Tn0jOhL5EQsW9bimzzej4YPXETnjXkROnSs6DhFRwJDUasQufBa65AxUr3oOrtPHREciP2HBoh7VtPM9NLz/Z0TceBeiZj0sOg4RUcBR6Qzos/j/QpeU2lKyzhwXHYn8gAWLekzjJ+vRsGUNIm+5D5YfLeJyDERE7VDpDejz2AvQDhyC6j8/C2dJgehI1MNYsKjbFNmH+k1/RuM/30LUbQ/CMuthlisiomtQ6Q2IW/qf0A8eieq//BL2/F2iI1EPYsGibpFdTtS88SJse7Yg+q4nEXXrA6IjEREFDZXeiD6Ln4fJOg21f/8NmnZt5GKkIYLLNFCX+RpqUL36/8J7sQJ9Fj8P44jxoiMREQUdSa1BzP0/g9rSBw0fvA7PxXLE5D4JSasTHY26gQWLusR54mvU/u1lQKVC36d+B13iUNGRiIiCliRJsMx+BJr4RNS9+9/wnCtDn0efgya6r+ho1EUcIqROUWQZjZ++jeqVz0DbPxn9nv4TyxURUQ8xj5uB+H/9PeTGWlT97sdwFueLjkRdxIJFHeatv4TqVc+h8aM3EXnzfMQ9/hLUkdGiYxERhRTdoGGIf/p/oB04GNV/fhb176+C4nGLjkWdxCFCuiZFUWDP34n6DSsh6Q2IW/oiDBljRMciIgpZ6ohoxC19EbYvPkDDh2/AVXoYMQ/8H+gSh4iORh3EgkVX5a25gPr3/wznN/thypmO6NwnoDJFio5FRBTyJJUKkdPuhD41E3V/fwVVv/8xmObXqwAADRZJREFUIqbeiaiZD0KlN4iOR9fAgkVtUrxuNO3ciKZP34bKFIk+jzwHY+YU0bGIiMKOLmEw4p9egaadG9D4yTo4Cvcget7jMIycwDUHAxgLFl1GURQ4Cveg8aM34a290PLb0q0PQGUwiY5GRBS2JLUGUTPuhSn7BtRt+BNq1vwH9ENHw3LHY9ANGiY6HrWBBYsAtBQrV+lhNGz9KzwVJ2AYPhZ9Fv0S2gEpoqMREdF3NHEJiFv6IpxFeWj4YDWqXv0xjDnTEXXL/dD2GyQ6Hn0PC1aYU2QZzuMH0fTp23B/Wwxdcjr6LnsF+qGjRUcjIqI2SJIE4/BxMKTl4P9v735jorr3PI6/z8wZZob/8ldAcEBESkEdLK61rbS5e3tNtuk1xcZtbIO2xm4CaUwT+4SbNM29adwHbdMHbeKDrm1qa22LN+ome1s326AmtVap0FpjcYEybAvIIP8GmL+/fTA4YgErOnoY/L4SMuf8zuHwPeET+OZ35pzxnPoHI8cO0LtnJ3ZnNcmPP4Nl8VKjSxRIg3XPCvkmGD/7FSPHDxP4tZO4wjLSd/4V230PyDV9IYSIAZrZTOJD/0LCP/0RzzfHGDn2Cb17XsRa+gBJ1Zuwlq6Rv+cGkgbrHuPvdeE59Q8833yBGvdgK1vLos31WJeVG12aEEKIW6DpcZON1uOMfdfEaNPf6d/7F/SsfBIe3Ej8A3+QZxYaQBqse0BwdIjxc8fxnP5v/F0XMcUnkbBuI4kPPYGevtjo8oQQQkSBpltIqPpn4h/4A77284yePMrQf77P0NH/wF6+jvg1j2G7rwotzmp0qfcEabAWqOBgP+M/nGK89STeS60A2O6rImn7X7DfvxZNlw8RFUKIhUjTNKzLyrEuKyfoGWbszP8wdvoY7n1/Q7PasZevw7byIWwrKuUO8TtIGqwFIuQdx3upFe/F75j4qZlATxeYTFiXryZ1cz32ivUyRSyEEPcYc0IySdWbSKrehL+vm/Hvmhg7d4Kxs1+BWcdavBLbikqsxRVY8orRzGajS14wpMGKUcHRIXxdP+HvushEWwu+zgsQDGBelIV1hZPkx7diXeHEnJBsdKlCCCHmAUvWEix/2kryn7YS6P+ViR9PM37+G4b/60OU34tmjSeusAxrcQXWZRWoxAyjS45p0mDNc0opQiNX8Pd04Xe14eu6iK/rJ4JX+gDQ4hOxFlWQumkn1hWV6Jl5cteIEEKIG9Izckjc8GcSN/wZFfDjc7WFr4L87/eMfHmAYd8+MOv05jiw5BURl7cMS94yLLmFmOwJRpcfE2ZtsNra2qitraW/v5/U1FTef/99ysrKZtx3YmKCyspK4uPjOXPmDACdnZ0UFxdTXn7t7rTGxkaWLZMPqvwtpRQhzzDBwcsE3T34+7oJ9HXj73UR6OtGTXgA0Kx2LEuKsa9+hLj8EuIKlmNOz5GGSgghxC3TdAvWwjKshWXwx39FBQP4XJcYvNCMZbAH//+1M3bmKwj6ATCnZaNn5qFn5KJn5ERezemLMcXJZyReNWuD9eKLL7Jz5062bdvG559/zgsvvMDXX389474NDQ08+OCDtLS0XDeemprKuXPnoltxjFBKoXxeQp4hQp5hQqNDBEcHry0PucMN1WA/wcF+lN8b+V4tPhFL5hIsiwuwr1yPJSsfPTsfPTMXzSTXx4UQQtw5mlnH6ijFkpxFWloaACoYINDrwvdLO/5fOgj0/4Kv4zxj3x5D+a79/zIlpGBOScOUnIY5OR1zShrmlHRMSYswxSeFvxLCr5rFuqAnCGZssPr6+mhububLL78EoKamhvr6ejo7O3E4HNfte+LECdra2nj55ZenNVh3S3DITcgzjFIKVAgmX1Vo6vrk2NR9Qr9Zv7pPIIAK+CHoRwX8qODkeiCAujrm86K8Y4S8E+HXiXGUd/zasm8cQqFptWpxNkwJyZhT0jGnZmJZUow5NRM9NQPzokzMi7IxJaYs6NAJIYSILZpZx5JbiCW38Lrxq29jCfT/QqD/1/DkwZCb4LCbQG8X3p++Izg8AKHg9IPqFkzxiZji7GhxNjSrLfJqiptcjrOhWe1ouiX8BnyTHn4162hmHcxmtJnGzDqggTblCy38vzWyDmimyXXQ07Ix2aJ3+XPGBsvlcpGbm4uuhzdrmkZBQQFdXV3XNVgej4ddu3Zx5MgR2traph1neHiYqqoqgsEgmzZtoqGhAXOU71BQoSC//m07+H1RPW6EWQ//YnXLdcuaxYpmtWOy2TElpKCnLQ6HwBaPyWqf3BaPKSEZU2JKuKtPSJbnjwghhFgwNE3DnJyGOTkNa9HMD6xWoRCh8VHU2CihsRGCnmHU2AihsRFCY6OEfOMo3wTKO4HyTRDyThAYHZ4cGw9PaExOdhAKoIJBCAaifi62sioydv41aseb9RLhb2dQlFLT9tm9ezd1dXXk5eVNa7BycnLo7u4mKyuLgYEBtmzZwhtvvMErr7wyazH19fWkpKRE1p966ilqampm3PfKlSuRZdu//TtqbAQ005Tu1HRd18pM45PLWmSZ8LhZB/NkQ3WTM0lq8gtghj49vHHUA3hu6nhifpqaOyHuFsmdMELUc2e2QZINkjJn3UUDbmYaJnL1KRgMz46FghAMokKBa2NXr0yhJv9JT15VUqHIugofDJRCS8tmYGDglk/v6uXUyLmoGTqnvr4+li9fjtvtRtd1lFLk5ORw6tSp62awVq5cyfDwMBB+o/uVK1coLi7m/Pnz037wgQMH+Pjjjzl69Oi0bc3NzaxZs4azZ89SWVl5UycyMDAw7WSEuNMkd8IIkjthBMnd7THNNJiVlYXT6WT//v1A+O4/h8Mx7f1Xra2tdHZ20tnZySeffEJFRUWkuerr68PvD99x4PV6OXToEE6n8w6eihBCCCHE/DBjgwWwd+9e9u7dS0lJCXv27OG9994DYMeOHRw5cuR3D3zy5EmcTierVq2isrKSxYsX09DQEL3KhRBCCCHmqRkvEd5tcolQxArJnTCC5E4YQXJ3e2adwZrvGhsbjS5B3IMkd8IIkjthBMnd7YnZBuvQoUNGlyDuQZI7YQTJnTCC5O72xGyDJYQQQggxX0mDJYQQQggRZbM+aPRuGh8fB+DChQs3/T1DQ0M0NzffqZKEmJHkThhBcieMILmbu9LSUuLj44F5chfhRx99xLPPPmt0GUIIIYQQt2zq0xDmRYPV39/PF198gcPhwG63G12OEEIIIcSczbsZLCGEEEKIhUTe5C6EEEIIEWXSYAkhhBBCRFlMNlhtbW2sX7+ekpIS1q5dy48//mh0SWIBcjgclJaWsnr1alavXs3BgweB8AeZb9y4keXLl1NeXs7JkycNrlTEspdeegmHw4Gmafzwww+R8RvlbGxsjGeeeYbi4mJKSkrkgZBizmbL3aOPPkpRUVHk795bb70V2Sa5myMVgx577DG1b98+pZRSn332mVq3bp2xBYkFaenSper777+fNr59+3b16quvKqWUOn36tCooKFB+v/8uVycWiqamJuVyuabl7UY5e+2111Rtba1SSqn29naVnZ2tBgYG7nbpIobNlrvq6mp19OjRGb9Hcjc3MTeD1dfXR3Nzc+SxDjU1NXR0dNDZ2WlsYeKe8emnn1JXVwdAVVUV2dnZMoslbtmGDRtYsmTJtPEb5ezgwYORbYWFhWzYsIHDhw/fvaJFzJstdzciuZubmGuwXC4Xubm56Hr4GamaplFQUEBXV5fBlYmFaOvWrVRUVLBjxw4uX76M2+0mFAqRmZkZ2cfhcEj+RFT9Xs66urpYunTpjNuEuF27d++moqKCLVu20N7eHhmX3M1NzDVYEG6qplLypAlxBxw/fpyWlhaam5tJT0+ntrYWkPyJu+P3cjZ1u2RQRMuHH37IhQsXaG1t5ZFHHuGJJ564brvk7ubFXIOVn59Pd3c3gUAACP+CXS4XBQUFBlcmFpqrmbJYLOzatYsTJ06Qnp4OwOXLlyP7/fzzz5I/EVW/l7OCgoLr3hYhGRTRkp+fD4Qbqfr6etrb23G73YDkbq5irsHKysrC6XSyf/9+ABobG3E4HDgcDmMLEwuKx+NhcHAwsn7gwAGcTicATz/9NO+88w4A3377LT09PTz88MOG1CkWrhvlbOq2jo4OmpqaePLJJw2rVSwMgUCA3t7eyHpjYyPZ2dmRhl9yNzcx+ST3ixcvsm3bNtxuN8nJyXzwwQfcf//9RpclFpD29nZqamoIBoMopSgqKuLtt9/G4XDQ29vLc889R0dHB3Fxcbz77rtUV1cbXbKIUXV1dRw+fJienh4yMjJITEzk0qVLN8yZx+Ph+eef5+zZs5hMJl5//XU2b95s8JmIWDJT7lpaWqiursbr9WIymcjIyODNN99k1apVgORurmKywRJCCCGEmM9i7hKhEEIIIcR8Jw2WEEIIIUSUSYMlhBBCCBFl0mAJIYQQQkSZNFhCCCGEEFH2/whIEYYW3oZTAAAAAElFTkSuQmCC"
     },
     "execution_count": 36,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "plot(chi_s)\n",
    "plot!(chi_o)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "dd\n"
     ]
    }
   ],
   "source": [
    "if true || false || false \n",
    "    println(\"dd\")\n",
    "end"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Julia 1.3.1",
   "language": "julia",
   "name": "julia-1.3"
  },
  "language_info": {
   "file_extension": ".jl",
   "mimetype": "application/julia",
   "name": "julia",
   "version": "1.3.1"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
